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9845_15
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// Note: Array's map() and forEach() are defined in JavaScript 1.6.
// They are used here to demonstrate JavaScript's inherent functional nature.
[
[25, 55],
[21, 56],
[22, 58],
[28, 56]
].map(function(pair) { // array literal + mapping function
return new LCMCalculator(pair[0], pair[1]);
}).sort((a, b) => a.lcm() - b.lcm()) // sort with this comparative function; => is a shorthand form of a function, called "arrow function"
.forEach(printResult);
function printResult(obj) {
output(obj + ", gcd = " + obj.gcd() + ", lcm = " + obj.lcm());
}
The following output should be displayed in the browser window.
LCMCalculator: a = 28, b = 56, gcd = 28, lcm = 56
LCMCalculator: a = 21, b = 56, gcd = 7, lcm = 168
LCMCalculator: a = 25, b = 55, gcd = 5, lcm = 275
LCMCalculator: a = 22, b = 58, gcd = 2, lcm = 638
Security
JavaScript and the DOM provide the potential for malicious authors to deliver scripts to run on a client computer via the Web. Browser authors minimize this risk using two restrictions. First, scripts run in a sandbox in which they can only perform Web-related actions, not general-purpose programming tasks like creating files. Second, scripts are constrained by the same-origin policy: scripts from one Web site do not have access to information such as usernames, passwords, or cookies sent to another site. Most JavaScript-related security bugs are breaches of either the same origin policy or the sandbox.
|
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9845_16
|
There are subsets of general JavaScript—ADsafe, Secure ECMAScript (SES)—that provide greater levels of security, especially on code created by third parties (such as advertisements). Closure Toolkit is another project for safe embedding and isolation of third-party JavaScript and HTML.
Content Security Policy is the main intended method of ensuring that only trusted code is executed on a Web page.
Cross-site vulnerabilities
A common JavaScript-related security problem is cross-site scripting (XSS), a violation of the same-origin policy. XSS vulnerabilities occur when an attacker can cause a target Web site, such as an online banking website, to include a malicious script in the webpage presented to a victim. The script in this example can then access the banking application with the privileges of the victim, potentially disclosing secret information or transferring money without the victim's authorization. A solution to XSS vulnerabilities is to use HTML escaping whenever displaying untrusted data.
Some browsers include partial protection against reflected XSS attacks, in which the attacker provides a URL including malicious script. However, even users of those browsers are vulnerable to other XSS attacks, such as those where the malicious code is stored in a database. Only correct design of Web applications on the server-side can fully prevent XSS.
XSS vulnerabilities can also occur because of implementation mistakes by browser authors.
Another cross-site vulnerability is cross-site request forgery (CSRF). In CSRF, code on an attacker's site tricks the victim's browser into taking actions the user did not intend at a target site (like transferring money at a bank). When target sites rely solely on cookies for request authentication, requests originating from code on the attacker's site can carry the same valid login credentials of the initiating user. In general, the solution to CSRF is to require an authentication value in a hidden form field, and not only in the cookies, to authenticate any request that might have lasting effects. Checking the HTTP Referrer header can also help.
|
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] |
9845_17
|
"JavaScript hijacking" is a type of CSRF attack in which a <script> tag on an attacker's site exploits a page on the victim's site that returns private information such as JSON or JavaScript. Possible solutions include:
requiring an authentication token in the POST and GET parameters for any response that returns private information.
Misplaced trust in the client
Developers of client-server applications must recognize that untrusted clients may be under the control of attackers. The application author cannot assume that their JavaScript code will run as intended (or at all) because any secret embedded in the code could be extracted by a determined adversary. Some implications are:
Web site authors cannot perfectly conceal how their JavaScript operates because the raw source code must be sent to the client. The code can be obfuscated, but obfuscation can be reverse-engineered.
JavaScript form validation only provides convenience for users, not security. If a site verifies that the user agreed to its terms of service, or filters invalid characters out of fields that should only contain numbers, it must do so on the server, not only the client.
Scripts can be selectively disabled, so JavaScript cannot be relied on to prevent operations such as right-clicking on an image to save it.
It is considered very bad practice to embed sensitive information such as passwords in JavaScript because it can be extracted by an attacker.
|
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0.02440064772963524
] |
9845_18
|
Misplaced trust in developers
Package management systems such as npm and Bower are popular with JavaScript developers. Such systems allow a developer to easily manage their program's dependencies upon other developers' program libraries. Developers trust that the maintainers of the libraries will keep them secure and up to date, but that is not always the case. A vulnerability has emerged because of this blind trust. Relied-upon libraries can have new releases that cause bugs or vulnerabilities to appear in all programs that rely upon the libraries. Inversely, a library can go unpatched with known vulnerabilities out in the wild. In a study done looking over a sample of 133k websites, researchers found 37% of the websites included a library with at least one known vulnerability. "The median lag between the oldest library version used on each website and the newest available version of that library is 1,177 days in ALEXA, and development of some libraries still in active use ceased years ago." Another possibility is that the maintainer of a library may remove the library entirely. This occurred in March 2016 when Azer Koçulu removed his repository from npm. This caused tens of thousands of programs and websites depending upon his libraries to break.
Browser and plugin coding errors
JavaScript provides an interface to a wide range of browser capabilities, some of which may have flaws such as buffer overflows. These flaws can allow attackers to write scripts that would run any code they wish on the user's system. This code is not by any means limited to another JavaScript application. For example, a buffer overrun exploit can allow an attacker to gain access to the operating system's API with superuser privileges.
These flaws have affected major browsers including Firefox, Internet Explorer, and Safari.
Plugins, such as video players, Adobe Flash, and the wide range of ActiveX controls enabled by default in Microsoft Internet Explorer, may also have flaws exploitable via JavaScript (such flaws have been exploited in the past).
In Windows Vista, Microsoft has attempted to contain the risks of bugs such as buffer overflows by running the Internet Explorer process with limited privileges. Google Chrome similarly confines its page renderers to their own "sandbox".
|
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9845_19
|
Sandbox implementation errors
Web browsers are capable of running JavaScript outside the sandbox, with the privileges necessary to, for example, create or delete files. Such privileges are not intended to be granted to code from the Web.
Incorrectly granting privileges to JavaScript from the Web has played a role in vulnerabilities in both Internet Explorer and Firefox. In Windows XP Service Pack 2, Microsoft demoted JScript's privileges in Internet Explorer.
Microsoft Windows allows JavaScript source files on a computer's hard drive to be launched as general-purpose, non-sandboxed programs (see: Windows Script Host). This makes JavaScript (like VBScript) a theoretically viable vector for a Trojan horse, although JavaScript Trojan horses are uncommon in practice.
Hardware vulnerabilities
In 2015, a JavaScript-based proof-of-concept implementation of a rowhammer attack was described in a paper by security researchers.
In 2017, a JavaScript-based attack via browser was demonstrated that could bypass ASLR. It's called "ASLR⊕Cache" or AnC.
In 2018, the paper that announced the Spectre attacks against Speculative Execution in Intel and other processors included a JavaScript implementation.
Development tools
Important tools have evolved with the language.
Every major web browser has built-in web development tools, including a JavaScript debugger.
Static program analysis tools, such as ESLint and JSLint, scan JavaScript code for conformance to a set of standards and guidelines.
Some browsers have built-in profilers. Stand-alone profiling libraries have also been created, such as benchmark.js and jsbench.
Many text editors have syntax highlighting support for JavaScript code.
Related technologies
Java
A common misconception is that JavaScript is the same as Java. Both indeed have a C-like syntax (the C language being their most immediate common ancestor language). They are also typically sandboxed (when used inside a browser), and JavaScript was designed with Java's syntax and standard library in mind. In particular, all Java keywords were reserved in original JavaScript, JavaScript's standard library follows Java's naming conventions, and JavaScript's and objects are based on classes from Java 1.0.
|
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9845_20
|
Java and JavaScript both first appeared in 1995, but Java was developed by James Gosling of Sun Microsystems and JavaScript by Brendan Eich of Netscape Communications.
The differences between the two languages are more prominent than their similarities. Java has static typing, while JavaScript's typing is dynamic. Java is loaded from compiled bytecode, while JavaScript is loaded as human-readable source code. Java's objects are class-based, while JavaScript's are prototype-based. Finally, Java did not support functional programming until Java 8, while JavaScript has done so from the beginning, being influenced by Scheme.
JSON
JSON, or JavaScript Object Notation, is a general-purpose data interchange format that is defined as a subset of JavaScript's object literal syntax.
WebAssembly
Since 2017, web browsers have supported WebAssembly, a binary format that enables a JavaScript engine to execute performance-critical portions of web page scripts close to native speed. WebAssembly code runs in the same sandbox as regular JavaScript code.
asm.js is a subset of JavaScript that served as the forerunner of WebAssembly.
Transpilers
JavaScript is the dominant client-side language of the Web, and many websites are script-heavy. Thus transpilers have been created to convert code written in other languages, which can aid the development process.
References
Further reading
Flanagan, David. JavaScript: The Definitive Guide. 7th edition. Sebastopol, California: O'Reilly, 2020.
Haverbeke, Marijn. Eloquent JavaScript. 3rd edition. No Starch Press, 2018. 472 pages. .(download)
Zakas, Nicholas. Principles of Object-Oriented JavaScript, 1st edition. No Starch Press, 2014. 120 pages. .
External links
American inventions
Articles with example JavaScript code
Cross-platform software
Dynamically typed programming languages
Functional languages
Object-based programming languages
High-level programming languages
Programming languages created in 1995
Programming languages with an ISO standard
Prototype-based programming languages
Scripting languages
Web programming
|
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9846_0
|
Elbing is the German name of Elbląg, a city in northern Poland which until 1945 was a German city in the province of East Prussia.
Elbing may also refer to:
Places
Elbląg (river), on which the city of Elbląg is located
Elbing, Kansas, a city in the US
Ships
SMS Elbing, light cruiser of the Imperial Germany Navy
Elbing class torpedo boat, in the German Kriegsmarine during World War II
SS Elbing, a cargo ship in service 1934-45
See also
Treaty of Elbing, signed between the Dutch Republic and the Swedish Empire in 1656
Switzman v Elbling, a landmark 1957 Supreme Court of Canada decision
Elbling, a grape variety
|
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9855_0
|
To be in exile means to be forced away from one's home (i.e. village, town, city, state, province, territory or even country) and unable to return. People (or corporations and even governments) may be in exile for legal or other reasons.
In Roman law, exsilium denoted both voluntary exile and banishment as a capital punishment alternative to death. Deportation was forced exile, and entailed the lifelong loss of citizenship and property. Relegation was a milder form of deportation, which preserved the subject's citizenship and property.
The term diaspora describes group exile, both voluntary and forced. "Government in exile" describes a government of a country that has relocated and argues its legitimacy from outside that country. Voluntary exile is often depicted as a form of protest by the person who claims it, to avoid persecution and prosecution (such as tax or criminal allegations), an act of shame or repentance, or isolating oneself to be able to devote time to a particular pursuit.
Article 9 of the Universal Declaration of Human Rights states that "No one shall be subjected to arbitrary arrest, detention or exile."
For individuals
Exiled heads of state
In some cases the deposed head of state is allowed to go into exile following a coup or other change of government, allowing a more peaceful transition to take place or to escape justice.
Avoiding tax or legal matters
|
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9855_1
|
Avoiding tax or legal matters
A wealthy citizen who moves to a jurisdiction with lower taxes is termed a tax exile. Creative people such as authors and musicians who achieve sudden wealth sometimes choose this solution. Examples include the British-Canadian writer Arthur Hailey, who moved to the Bahamas to avoid taxes following the runaway success of his novels Hotel and Airport, and the English rock band the Rolling Stones who, in the spring of 1971, owed more in taxes than they could pay and left Britain before the government could seize their assets. Members of the band all moved to France for a period of time where they recorded music for the album that came to be called Exile on Main Street, the Main Street of the title referring to the French Riviera. In 2012, Eduardo Saverin, one of the founders of Facebook, made headlines by renouncing his U.S. citizenship before his company's IPO. The dual Brazilian/U.S. citizen's decision to move to Singapore and renounce his citizenship spurred a bill in the U.S. Senate, the Ex-PATRIOT Act, which would have forced such wealthy tax exiles to pay a special tax in order to re-enter the United States.
In some cases a person voluntarily lives in exile to avoid legal issues, such as litigation or criminal prosecution. An example of this is Asil Nadir, who fled to the Turkish Republic of Northern Cyprus for 17 years rather than face prosecution in connection with the failed £1.7 bn company Polly Peck in the United Kingdom.
Avoiding violence or persecution, or in the aftermath of war
Examples include:
Iraqi academics asked to return home "from exile" to help rebuild Iraq in 2009
Jews who fled persecution from Nazi Germany
People undertaking a religious or civil liberties role in society may be forced into exile due to threat of persecution. For example, nuns were exiled following the Communist coup d'état of 1948 in Czechoslovakia.
Euphemism for convict
Exile, government man and assigned servant were all euphemisms used in the 19th century for convicts under sentence who had been transported from Britain to Australia.
For groups, nations and governments
Comfortable exile
|
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9855_2
|
For groups, nations and governments
Comfortable exile
Comfortable exile is an alternative theory recently developed by anthropologist Binesh Balan in 2018. According to him, comfortable exile is a "social exile of people who have been excluded from the mainstream society. Such people are considered 'aliens' or internal 'others' on the grounds of their religious, racial, ethnic, linguistic or caste-based identity and therefore they migrate to a comfortable space elsewhere after having risked their lives to restore representation, identity and civil rights in their own country and often capture a comfortable identity to being part of a dominant religion, society or culture."
Nation in exile
When a large group, or occasionally a whole people or nation is exiled, it can be said that this nation is in exile, or "diaspora". Nations that have been in exile for substantial periods include the Jews, who were deported by Babylonian king Nebuchadnezzar II in 586 BC and again following the destruction of the second Temple in Jerusalem in AD 70. Many Jewish prayers include a yearning to return to Jerusalem and the Jewish homeland.
After the partitions of Poland in the late 18th century, and following the uprisings (like Kościuszko Uprising, November Uprising and January Uprising) against the partitioning powers (Russia, Prussia and Austria), many Poles have chosen – or been forced – to go into exile, forming large diasporas (known as Polonia), especially in France and the United States. The entire population of Crimean Tatars (numbering 200,000 in all) that remained in their homeland of Crimea was exiled on 18 May 1944 to Central Asia as a form of ethnic cleansing and collective punishment on false accusations.
Since the Cuban Revolution, over a million Cubans have left Cuba. Most of these self-identified as exiles as their motivation for leaving the island is political in nature. At the time of the Cuban Revolution, Cuba only had a population of 6.5 million, and was not a country that had a history of significant emigration, it being the sixth largest recipient of immigrants in the world as of 1958. Most of the exiles' children also consider themselves to be Cuban exiles. Under Cuban law, children of Cubans born abroad are considered Cuban citizens.
Government in exile
|
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9855_3
|
Government in exile
During a foreign occupation or after a coup d'état, a government in exile of a such afflicted country may be established abroad. One of the most well-known instances of this is the Polish government-in-exile, a government in exile that commanded Polish armed forces operating outside Poland after German occupation during World War II. Other examples include the Free French Forces government of Charles de Gaulle of the same time, and the Central Tibetan Administration, commonly known as the Tibetan government-in-exile, and headed by the 14th Dalai Lama.
In popular culture
Drama
Exile is an early motif in ancient Greek tragedy. In the ancient Greek world, this was seen as a fate worse than death. The motif reaches its peak on the play Medea, written by Euripides in the fifth century BC, and rooted in the very old oral traditions of Greek mythology. Euripides’ Medea has remained the most frequently performed Greek tragedy through the 20th century.
Art
After Medea was abandoned by Jason and had become a murderess out of revenge, she fled to Athens and married king Aigeus there, and became the stepmother of the hero Theseus. Due to a conflict with him, she must leave the Polis and go away into exile. John William Waterhouse (1849–1917), the English Pre-Raphaelite painter’s famous picture Jason and Medea shows a key moment before, when Medea tries to poison Theseus.
Literature
In ancient Rome, the Roman Senate had the power to declare the exile to individuals, families or even entire regions. One of the Roman victims was the poet Ovid, who lived during the reign of Augustus. He was forced to leave Rome and move away to the city of Tomis on the Black Sea, now Constanta. There he wrote his famous work Tristia (Sorrows) about his bitter feelings in exile.
Another, at least in a temporary exile, was Dante.
The German-language writer Franz Kafka described the exile of Karl Rossmann in the posthumously published novel Amerika.
|
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9855_4
|
During the period of National Socialism in the first few years after 1933, many Jews, as well as a significant number of German artists and intellectuals fled into exile; for instance, the authors Klaus Mann and Anna Seghers. So Germany's own exile literature emerged and received worldwide credit. Klaus Mann finished his novel (The Volcano. A Novel Among Emigrants) in 1939 describing the German exile scene, "to bring the rich, scattered and murky experience of exile into epic form", as he wrote in his literary balance sheet. At the same place and in the same year, Anna Seghers published her famous novel Das siebte Kreuz (The Seventh Cross, published in the United States in 1942).
Important exile literatures in recent years include that of the Caribbean, many of whose artists emigrated to Europe or the United States for political or economic reasons. These writers include Nobel Prize winners V. S. Naipaul and Derek Walcott as well as the novelists Edwidge Danticat and Sam Selvon.
See also
Banishment in the Torah
Ban (law)
Defection
Émigré
Minus six - form of exile in the Soviet Union
Ostracism – procedure under the Athenian democracy
Outlawry
Penal colony
Petalism
Porcian Laws, the Roman laws granting citizens the right to voluntary exile in place of capital punishment
Refugee
Right of asylum (political asylum)
Shimanagashi
:Category:Exiles by nationality
References
External links
Without a Country Varied experiences of American and British exiles in the 20th century.
Punishments
Literary motifs
|
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9857_0
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Elbląg (; ) is a city in northern Poland on the eastern edge of the Żuławy region with 118,582 inhabitants (December 2020). It is the capital of Elbląg County and has been assigned (since 1999) to the Warmian-Masurian Voivodeship. Previously it was the capital of Elbląg Voivodeship (1975–1998) and a county seat within Gdańsk Voivodeship (1945–1975).
Elbląg is one of the oldest cities in the province. Its history dates back to 1237, when the Teutonic Order constructed their fortified stronghold on the banks of a nearby river. The castle subsequently served as the official seat of the Teutonic Order Masters.
Elbląg became part of the Hanseatic League, which contributed much to the city's wealth. Through the Hansa agreement, the city was linked to other major ports like Gdańsk, Lübeck and Amsterdam. Elbląg joined Poland in 1454 and after the defeat of the Teutonic Knights in the Thirteen Years’ War was recognized as part of Poland in the Second Peace of Thorn in 1466. It then flourished and turned into a significant trading point, but its growth was eventually hindered by the Second Northern War and the Swedish Deluge.
The city was transferred to Prussia after the first partition of Poland in 1772. Its trading role greatly weakened, until the era of industrialization, which occurred in the 19th century. It was then that the famous Elbląg Canal was commissioned.
After World War II the city again became part of Poland. The war casualties were catastrophic, especially the severe destruction of the Old Town district, one of the grandest in East Prussia.
Today, Elbląg has over 120,000 inhabitants and is a "vibrant city with an attractive tourist base". It serves as an academic and financial center and among its numerous historic monuments is the Market Gate from 1309 and St. Nicholas Cathedral. Elbląg is also known for its archaeological sites, museums and the largest brewery in the country.
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9857_1
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The Elbląg Canal, built in 1825–44 under Prussia, is a tourist site of Elbląg. The canal is believed to be one of the most important monuments related to the history of engineering, and has been named one of the Seven Wonders of Poland. The canal was also named one of Poland's official national Historic Monuments (Pomnik historii) in 2011. Its listing is maintained by the National Heritage Board of Poland.
Etymology
Elbląg derives from the earlier German-language Elbing, which is the name by which the Teutonic Knights knew both the river here and the citadel they established on its banks in 1237. The purpose of the citadel was to prevent the Old Prussian settlement of Truso from being reoccupied, the German crusaders being at war with the pagan Prussians. The citadel was named after the river, itself of uncertain etymology. One traditional etymology connects it to the name of the Helveconae, a Germanic tribe mentioned in Ancient Greek and Latin sources, but the etymology or language of the tribal name remains unknown. The oldest known mention of the river or town Elbing is in the form Ylfing in the report of a sailor Wulfstan from the end of the 9th century, in The Voyages of Ohthere and Wulfstan which was written in Anglo-Saxon in King Alfred's reign.
Modern city
The city was almost completely destroyed at the end of World War II. Parts of the inner city were gradually rebuilt, and around 2000 rebuilding was begun in a style emulating the previous architecture, in many cases over the same foundations and utilizing old bricks and portions of the same walls. The western suburbs of the old city have not been reconstructed.
The modern city adjoins about half the length of the river between Lake Drużno and Elbląg Bay (Zatoka Elbląska, an arm of the Vistula Lagoon), and spreads out on both banks, though mainly on the eastern side. To the east is the Elbląg Upland (Wysoczyzna Elbląska), a dome pushed up by glacial compression, 390 km2 in diameter and high at its greatest elevation.
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9857_2
|
Views to the west show flat fields extending to the horizon; this part of the Vistula Delta (Żuławy Wiślane) is used mainly for agricultural purposes. To the south are the marshes and swamps of Drużno. The Elbląg River has been left in a more natural state through the city, but elsewhere it is a controlled channel with branches. One of them, the Jagiellonski Channel (Kanał Jagielloński), leads to the Nogat River, along which navigation to Gdańsk is common. The Elbląg Canal (Kanał Elbląski) connecting Lake Drużno with Drwęca River and Lake Jeziorak is a tourist site.
Elbląg is not a deep-water port. The draft of vessels using its waterways must be no greater than by law. The turning area at Elbląg is diameter and a pilot is required for large vessels. Deep water vessels cannot manoeuvre; in that sense, Elbląg has become a subsidiary port of Gdańsk. Traffic of smaller vessels at Elbląg is within the river and very marginal, while larger vessels cannot reach the open Baltic Sea because the channel has belonged to Russia since 1945. Construction of Vistula Spit canal on Polish territory is planned to be completed in 2022. The city features three quay complexes, movable cranes, and railways.
Geographical location
Elbląg is located about south-east of Gdańsk and south-west of Kaliningrad, Russia.
The city is a port on the river Elbląg, which flows into the Vistula Lagoon about to the north, thus giving the city access to the Baltic Sea via the Russian-controlled Strait of Baltiysk. The Old Town () is located on the river Elbląg connecting Lake Drużno to the Vistula Lagoon, about from the lagoon and from Gdańsk.
History
Truso
The settlement was first mentioned as "Ilfing" in The Voyages of Ohthere and Wulfstan, an Anglo-Saxon chronicle written in King Alfred's reign using information from a Viking who had visited the area.
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9857_3
|
During the Middle Ages, the Viking settlement of Truso was located on Lake Drużno, near the current site of Elbląg in historical Pogesania; the settlement burned down in the 10th century. Early in the 13th century the Teutonic Knights conquered the region, built a castle, and founded Elbing on the lake, with a population mostly from Lübeck (today the lake, now much smaller, no longer reaches the city). After the uprising against the Teutonic Knights and the destruction of the castle by the inhabitants, the city successively came under the sovereignty of the Polish crown (1454), the Kingdom of Prussia (1772), and Germany (1871). Elbing was heavily damaged in World War II, and its remaining German citizens were expelled upon the war's end. The city became again part of Poland in 1945 and was repopulated with Polish citizens.
The seaport of Truso was first mentioned ca. 890 by Wulfstan of Hedeby, an Anglo-Saxon sailor, travelling on the south coast of the Baltic Sea at the behest of King Alfred the Great of England. The exact location of Truso was not known for a long time, as the seashore has significantly changed, but most historians trace the settlement inside or near to modern Elbląg on Lake Drużno. Truso was located at territory already known to the Roman Empire and earlier.
It was an important seaport serving the Vistula River bay on the early medieval Baltic Sea trade routes which led from Birka in the north to the island of Gotland and to Visby in the Baltic Sea. From there, traders continued further south to Carnuntum along the Amber Road. The ancient Amber Road led further southwest and southeast to the Black Sea and eventually to Asia. The east–west trade route went from Truso, along the Baltic Sea to Jutland, and from there inland by river to Hedeby, a large trading center in Jutland. The main goods of Truso were amber, furs, and slaves.
Archaeological finds in 1897 and diggings in the 1920s placed Truso at Gut Hansdorf. A large burial field was also found at Elbląg. Recent Polish diggings have found burned beams and ashes and thousand-year-old artifacts in an area of about 20 hectares. Many of these artifacts are now displayed at the Muzeum w Elblągu.
Prussian Crusade
|
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9857_4
|
Prussian Crusade
Attempts to conquer Prussian land began in 997, when Bolesław I the Brave, at the urging of the Pope, sent a contingent of soldiers and a missionary (Adalbert of Prague) to the pagan Prussians, a non-Slavic people, on a crusade of conquest and conversion. The crusade encompassed much of the Baltic Sea coast east of the Polish city of Gdańsk, up to Sambia. Starting in 1209 additional crusades were called for by Konrad of Masovia, who mainly sought to conquer Prussian territory, rather than actually convert the indigenous Prussians. Despite heroic efforts, Old Prussian sovereignty would eventually collapse after a succession of wars instigated by Pope Honorius III and his frequent calls for crusade.
Before the Prussians were finally brought to heel, Polish rulers and the Duchy of Masovia, both by then Christianised peoples, would be continually frustrated in their attempts at northern expansion. Aside from minor border raids, major campaigns against the Prussians would be launched in 1219, 1220, and 1222. After a particularly sound defeat by Prussian forces in 1223, Polish forces in Chełmno, the seat of Christian of Oliva and the Duchy of Masovia, were forced onto the defensive.
In 1226 Duke Konrad I of Masovia summoned the Teutonic Knights for assistance; by 1230 they had secured Chełmno (Culm) and begun claiming conquered territories for themselves under the authority of the Holy Roman Empire, although these claims were rejected by the Poles, whose ambition had been to conquer Prussia all along. The Teutonic Order's strategy was to move down the Vistula and secure the delta, establishing a barrier between the Prussians and Gdańsk. The victorious Teutonic Knights built a castle at Elbing.
The Chronicon terrae Prussiae describes the conflict in the vicinity of Lake Drużno shortly before the founding of Elbing:
"All the little redoubts that they had in that place, which are said to be (list) ... and around the Drusine marsh ... he (frater Hermannus magister) assaulted and levelled by rendering them into ash, after the infidels had been killed or captured."
|
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9857_5
|
Truso did not disappear suddenly to be replaced with the citadel and town of Elbing during the Prussian Crusade. It had already burned down in the tenth century, with the population dispersed in the area.
Teutonic Order
The Chronicon terrae Prussiae describes the founding of Elbing under the leadership of Hermann Balk. After building two ships, the Pilgerim (Pilgrim) and the Vridelant (Friedland), with the assistance of Margrave Henry III of Margraviate of Meissen, the Teutonic Knights used them to clear the Vistula Lagoon (Frisches Haff) and the Vistula Spit of Prussians:
... ...
... "and the Vistula Spit was purged of the insult of the infidels..."
Apparently the river was in Pomesania, which the knights had just finished clearing, but the bay was in Pogesania. The first Elbing was placed in Pogesania:
"The master ... came to the region of Pogesania, to that island which is in the middle of the Elbing river, in that place where the Elbing enters the Vistula Lagoon, and built there a fort, which he called by the name of the Elbing River, in the year of the incarnation of the Lord, 1237. Others report that the same fort was attacked by the infidels and then was moved to the place where it is now situated, and the city gathered around it."
Both landings were amphibious operations conducted from the ships. The Chronicon relates that they were in use for many years and then were sunk in Lake Drusen (Drużno). In 1238 the Dominican Order was invited to build a monastery on a grant of land. Pomesania was not secured, however, and from 1240 to 1242 the order began building a brick castle on the south side of the settlement. It may be significant that Elbing's first industry was the same as Truso's had been: manufacture of amber and bone artifacts for export. In 1243 William of Modena created the Diocese of Pomesania and three others. They were at first only ideological constructs, but the tides of time turned them into reality in that same century.
|
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9857_6
|
The foundation of Elbing was perhaps not the end of the Old Prussian story in the region. In 1825 a manuscript listing a vocabulary of the Baltic Old Prussian language, named the Elbing-Prussian Dictionary (), or more commonly in English just Elbing Vocabulary, was found among some manuscripts from a merchant's house. It contained 802 words in a dialect now termed Pomesanian with their equivalents in an early form of German.
The origin of the vocabulary remains unknown. Its format is like that of modern travel dictionaries; i.e., it may have been used by German speakers to communicate with Old Prussians, but the specific circumstances are only speculative. The manuscript became the Codex Neumannianus. It disappeared after a British bombing raid destroyed the library at Elbing but before then facsimiles had been made. The date of the MSS was estimated at ca. 1400, but it was a copy. There is no evidence concerning the provenance of the original, except that it must have been in Pomesanian.
In 1246 the town was granted a constitution under Lübeck law, used in maritime circumstances, instead of Magdeburg rights common in other cities in Central Europe. This decision of the Order was in keeping with its general strategy of espousing the trade association that in 1358 would become the Hanseatic League. The Order seized on this association early and used it to establish bases throughout the Baltic. The Order's involvement in the League was somewhat contradictory. In whatever cities they founded the ultimate authority was the commander of the town, who kept office in the citadel, typically used as a prison. Lübeck law, on the other hand, provided for self-government of the town.
Membership in the Hanseatic League meant having important trading contacts with England, Flanders, France, and the Netherlands. The city received numerous merchant privileges from the rulers of England, Poland, Pomerania, and the Teutonic Order. For instance, the privilege of the Old Town was upgraded in 1343, while in 1393 it was granted an emporium privilege for grains, metals, and forest products.
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9857_7
|
Except for the citadel and churches, Elbing at the time was more of a small village by modern standards. Its area was . It featured a wharf, a marketplace and five streets, as well as a number of churches. The castle was completed in 1251. In 1288 fire destroyed the entire settlement except for the churches, which were of brick. A new circuit wall was started immediately. From 1315 to 1340 Elbląg was rebuilt. A separate settlement called New Town was founded ca. 1337 and received Lübeck rights in 1347. In 1349 the Black Death struck the town, toward the end of the European plague. After the population recovered it continued building up the city and in 1364 a crane was built for the port.
The German-language Elbinger Rechtsbuch, written in Elbing documented among other laws for the first time Polish common law. The German-language Polish laws are based on the Sachsenspiegel and were written down to aid the judges. It is thus the oldest source for documented Polish common law and is in Polish referred to as the Księga Elbląska (Book of Elbląg). It was written down in the second half of the 13th century.
Revolt of 1410
In 1410 the inhabitants of the city rebelled against Teutonic Knights while paying homage to Polish King Władysław II Jagiełło, who at the time was engaged in Polish–Lithuanian–Teutonic War. As the castle in Elbląg was lightly defended by Polish garrison, the Teutonic Knights managed to retake it, promising the Polish defenders that they will be given free passage back to Poland. After the castle was taken, the Knights broke their promise and subsequently murdered a number of the captured defenders while imprisoning the rest.
Kingdom of Poland
|
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9857_8
|
Kingdom of Poland
In February 1440, the city hosted a convention at which delegates from various cities (including Elbląg itself) and nobility from the region decided to establish the anti-Teutonic Prussian Confederation. In April and May 1440, further meetings were held in Elbląg, at which more towns and noblemen joined the organisation. In 1454, the organisation led the revolt against the rule of the Teutonic Knights, and then its delegation submitted a petition to King Casimir IV of Poland asking him to include the region within the Kingdom of Poland. The King agreed and signed the act of incorporation of the region (including Elbląg) to the Kingdom of Poland in March 1454 in Kraków, which sparked the Thirteen Years' War, the longest of all Polish–Teutonic wars. The local mayor pledged allegiance to the Polish King during the incorporation in March 1454, and the burghers of Elbląg recognized Casimir IV as rightful ruler. After paying homage to the King, the city was granted great privileges, similar to those of Toruń and Gdańsk. Since 1454, the city was authorized by King Casimir IV to mint Polish coins. The war ended in a Polish victory in 1466, with the Second Peace of Thorn, in which the Teutonic Order renounced any claims to the city and recognised it as part of Poland.
Within the Kingdom of Poland, the city was administratively part of the Malbork Voivodeship in the newly established autonomous province of Royal Prussia, later also within the larger Greater Poland Province. The city was known to the Polish crown by its Polish name Elbląg. With the creation of the Polish–Lithuanian Commonwealth in 1569, the city was brought under direct control of the Polish crown. As one of the largest and most influential cities of Poland, it enjoyed voting rights during the royal election period in Poland.
With the 16th century Protestant Reformation the burghers became Lutherans and the first Lutheran Gymnasium was established in Elbląg in 1535.
|
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9857_9
|
From 1579 Elbląg had close trade relations with England, to which the city accorded free trade. English, Scottish, and Irish merchants settled in the city. They formed the Scottish Reformed Church of Elbląg and became Elbląg citizens, aiding Lutheran Sweden in the Thirty Years' War. The rivalry of nearby Danzig interrupted trading links several times. By 1618 Elbląg had left the Hanseatic League owing to its close business dealings with England.
Famous inhabitants of the city at that time included native sons Hans von Bodeck and Samuel Hartlib. During the Thirty Years' War, Swedish Chancellor Axel Oxenstierna brought the Moravian Brethren refugee John Amos Comenius to Elbląg for six years (1642–1648). In 1642 Johann Stobäus, who composed with Johann Eccard, published the Preussische Fest-Lieder, a number of evangelical Prussian songs. In 1646 the city recorder Daniel Barholz noted that the city council employed Bernsteindreher, or Paternostermacher, licensed and guilded amber craftsmen who worked on prayer beads, rosaries, and many other items made of amber. Members of the Barholz family became mayors and councillors.
During the Thirty Years' War, the Vistula Lagoon was the main southern Baltic base of King Gustavus Adolphus of Sweden, who was hailed as the protector of the Protestants. By 1660 the Vistula Lagoon had gone to Elector Frederick William of Brandenburg-Prussia, but was returned in 1700.
The poet Christian Wernicke was born in 1661 in Elbląg, while Gottfried Achenwall became famous for his teachings in natural law and human rights law. In 1700–1710 it was occupied by Swedish troops. In 1709 it was besieged, taken by storm on February 2, 1710, by Russian troops with support of Prussian artillery. The city was handed over to Polish King Augustus II in 1712.
The Royal-Polish mathematician and cartographer Johann Friedrich Endersch completed a map of Warmia in 1755 and also made a copper etching of the galley named "The City of Elbing" .
During the War of the Polish Succession in 1734, Elbląg was placed under military occupation by Russia and Saxony. The town came again under occupation by Russia from 1758 to 1762 during the Seven Years' War.
|
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9857_10
|
Kingdom of Prussia
During the First Partition of Poland in 1772 Elbląg was annexed by King Frederick the Great of the Kingdom of Prussia. Elbing became part of the newly established province of West Prussia in 1773. In the 1815 provincial reorganization following the Napoleonic Wars, Elbing and its hinterland were included within Regierungsbezirk Danzig in West Prussia.
Elbing industrialized under the sovereignty of the Hohenzollern kings in Berlin. In 1828 the first steamship was built by Ignatz Grunau. In 1837 Ferdinand Schichau started the Schichau-Werke company in Elbing as well as another shipyard in Danzig later on. Schichau constructed the Borussia, the first screw-vessel in Germany. Schichau-Werke built hydraulic machinery, ships, steam engines, and torpedoes. After the inauguration of the railway to Königsberg in 1853, Elbing's industry began to grow. Schichau worked together with his son-in-law Carl H. Zise, who continued the industrial complex after Schichau's death. Schichau erected large complexes for his many thousands of workers.
Georg Steenke, an engineer from Königsberg, connected Elbing near the Baltic Sea with the southern part of Prussia by building the Oberländischer Kanal (Elbląg Canal).
Elbing became part of the Prussian-led German Empire in 1871 during the unification of Germany. As Elbing became an industrial city, the Social Democratic Party of Germany (SPD) frequently received the majority of votes; in the 1912 Reichstag elections the SPD received 51% of the vote. After World War I, as most of the province of West Prussia was reintegrated with the reborn Polish Republic, Elbing was joined to the German province of East Prussia, and was separated from Weimar Germany by the so-called Polish Corridor.
|
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9857_11
|
Nazi Germany
During World War II, under Nazi Germany, a Nazi prison, a forced labour subcamp of the Stalag I-A prisoner-of-war camp, and three subcamps of the Stutthof concentration camp were operated in the city. These were closed and many of the German inhabitants forced to flee as the Soviet Red Army approached the city toward the end of the war. Laid under siege since January 23, 1945, about 65% of the city infrastructure was destroyed, including most of the historical city center. The town was captured by the Soviet Red Army during the night of February 9/10, 1945. During the first days of the siege most of the population of approximately 100,000 persons fled. After the end of war, in spring 1945, the region together with the city became again part of Poland, although with a Soviet-installed communist regime, which stayed in power until the Fall of Communism in the 1980s, as a result of the Potsdam Conference. The area was settled by Poles after remaining Germans were either transferred or fled to Germany. As of 1 November 1945 16.838 Germans remained in the town.
History after 1945
Elbląg was part of the so-called Recovered Territories and out of the new inhabitants, 98% were Poles expelled from former eastern Polish areas annexed by the Soviet Union. Parts of the damaged historical city center were completely demolished, with the bricks being used to rebuild Warsaw and Gdańsk. The Communist authorities had originally planned that the Old Town, utterly destroyed during the fighting since January 23, 1945, would be built over with blocks of flats; however, economic difficulties thwarted this effort. Two churches were reconstructed and the remaining ruins of the old town were torn down in the 1960s.
Along with Tricity and Szczecin, Elbląg was the scene of rioting in the coastal cities in 1970 (see also Polish 1970 protests). Since 1990 the German minority population has had a modest resurgence, with the Elbinger Deutsche Minderheit Organization counting around 450 members in 2000.
|
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9857_12
|
Restoration of the Old Town began after 1989. Since the beginning of the restoration, an extensive archaeological programme has been carried out. Most of the city's heritage was destroyed during the construction of basements in the 19th century or during World War II, but the backyards and latrines of the houses remained largely unchanged, and have provided information on the city's history. In some instances, private investors have incorporated parts of preserved stonework into new architecture. By 2006, approximately 75% of the Old Town had been reconstructed. The city museum presents many pieces of art and items of everyday use, including the only 15th century binoculars preserved in Europe.
Elbląg is also home to the Elbrewery, Poland's largest brewery, which belongs to the Żywiec Group (Heineken). The history of the Elblag Brewing Tradition dates back to 1309, when Teutonic Master Siegfried von Leuchtwangen granted brewing privileges to the town of Elbing. The present brewery was founded in 1872 as the Elbinger Aktien-Brauerei. In the early 1900s, the brewery was the exclusive supplier of Pilsner beer to the court of German Emperor Wilhelm II.
Historic buildings
Until World War II there were many Gothic, Renaissance and Baroque houses in Elbląg's Old Town; some of them are reconstructed. Other preserved buildings are:
St. Nicholas Cathedral - a monumental 13th-century Gothic church (cathedral only from 1992, before it was a parochial church), destroyed by fire in the late 18th century, then damaged in World War II and repaired
city gate (Brama Targowa) - erected in 1319
St. Mary's Church - former Dominican church, erected in the 13th century, rebuilt in the 14th and 16th centuries; damaged in World War II and reconstructed in 1961 as an art gallery; remnants of cloister are partially preserved
Holy Ghost church with hospital, from the 14th century
Corpus Christi church from the 14th century
Population
Institutions of higher education
|
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9857_13
|
Population
Institutions of higher education
Elbląg Higher School of Arts and Economics ()
Faculty of Pedagogy
Faculty of Administration
Faculty of Health Sciences
Faculty of Economics and Politics
Elbląg Higher State College of Vocational Education (Państwowa Wyższa Szkoła Zawodowa)
Faculty of Pedagogy and Foreign Languages
Faculty of Economics
Faculty of Applied Computer Science
Faculty of Technical Sciences
Bogdan Jański Higher School, Faculty in Elbląg (Szkoła Wyższa im. Bogdana Jańskiego)
Faculty of Management and Land Management
Elbląg Diocese Theological Seminary (Wyższe Seminarium Duchowne Diecezji Elbląskiej)
Regent College - Foreign Language Teacher Training College (Regent College - Nauczycielskie Kolegium Języków Obcych)
Faculty of English Studies
Sports
EB Start Elbląg - women's handball team playing in Polish Ekstraklasa Women's Handball League: 5th place in 2003–2004 season.
Olimpia Elbląg - men's football club
Politics
Constituency
Members of Parliament (Sejm) elected from Elbląg constituency.
Jan Antochowski, SLD-UP
Danuta Ciborowska, SLD-UP
Witold Gintowt-Dziewałtowski, SLD-UP
Stanisław Gorczyca, PO
Jerzy Müller, SLD-UP
Adam Ołdakowski, Samoobrona
Andrzej Umiński, SLD-UP
Stanisław Żelichowski, PSL
International relations
Twin towns — sister cities
Elbląg is twinned with:
Notable residents
|
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] |
9857_14
|
Notable residents
Before 1800
Georg Kleefeld (1522–1576), mayor of Danzig
Hans von Bodeck (1582–1658), diplomat and Chancellor of Brandenburg
John Amos Comenius (1592–1670), educator
Samuel Hartlib (ca. 1600–1662), teacher and scientist
Christian Wernicke (1661–1725), epigrammist and diplomat
Charles Aloysius Ramsay (1677–1680) Scottish-Prussian writer on stenography and translator
Johann Friedrich Endersch (1705–1769), mathematician geographer
Gottfried Achenwall (1719–1772), statistician
Eberhard Gottlieb Graff (1780–1841) German philologist.
Wilhelm Baum (1799–1883) a German surgeon
1800 to 1945
Wilhelm Eduard Albrecht (1800–1876), lawyer, member of Göttinger Sieben
Bruno Erhard Abegg (1803–1848), statesman of Königsberg
Ferdinand Schichau (1814–1896), founder of the Schichau-Werke in Elbing and Danzig
John Prince-Smith (1809–1874), liberal economist and politician in Germany
Johannes Kohtz (1843–1918), German chess player
Reinhold Felderhoff (1865–1919) German sculptor.
Maximilian Consbruch (1866–1927), German classical philologist and gymnasium principal
Hermann Schulz (1872–1929), German politician
Paul Pulewka (1896–1989) German pharmacologist
Max Reimann (1898–1977), president of the Communist Party of Germany
Erich Brost (1903–1995) publisher
Günter Kuhnke (1912–1990), Admiral
Hans-Dieter Lange (1926–2012), journalist
Hans-Jürgen Krupp (born 1933) German politician, economist and University professor
Brigitte Birnbaum (born 1938) German author of books, mainly for children and young people
Ursula Karusseit (1939–2019), German actress
Bernd Neumann (born 1942), German politician
Ortwin Runde (born 1944), mayor of Hamburg from 1997 to 2001.
|
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] |
9857_15
|
since 1945
Andrzej Sakson (born 1950), sociologist and director of the Western Institute
Henryk Iwaniec (born 1947), mathematician
Wojciech Cejrowski (born 1964), journalist, writer
Adam Fedoruk (born 1966), footballer
Ewa Białołęcka (born 1967), fantasy writer
Piotr Wadecki (born 1973), cyclist
Maciej Bykowski (born 1977), footballer
Adam Wadecki (born 1977), cyclist
Dominika Figurska (born 1978), actress
Radosław Wojtaszek (born 1987), chess grandmaster
Krzysztof Jotko (born 1989), MMA fighter
Joanna Wołosz (born 1990), volleyball player
See also
EB - Polish beer produced by the Elbrewery Company
List of cities and towns in East Prussia
Notes
External links
Government websites
Municipal website
Gmina of Elbląg
Elbląg County
Tourism and historical sites
CastlesOfPoland.com
Map of Warmia with Elbing from 1755
Interactive map of Elbląg
Tourism information
Elbing Vocabulary, presentation by Dr. Letis Palmaitis
Web portals
Wirtualny Elbląg - portal
Elbląska Gazeta Internetowa - portal
Elblag24 - portal
info.elblag.pl - portal
Nocny Elbląg - portal
Dziennik Elbląski newspaper
Die Elbing Seite- Deutsche Minderheit- portal
Elbing Damals- Elbing as it was before the war
Extensive East & West Prussian Historical Materials
City counties of Poland
Cities and towns in Warmian-Masurian Voivodeship
Members of the Hanseatic League
Cities with powiat rights
|
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] |
9860_0
|
ESR may refer to:
Organizations
Earlham School of Religion, at Earlham College in Richmond, Indiana, US
E.S.R., Inc., a former American toy manufacturer
ESR Rīga, a Soviet Latvian football club, active from 1966 to 1991
ESR Technology, a UK company
e-Shang Redwood, an Asia focused Real Estate services and investment firm
Ethnikó Simvúlio Radhiotileórasis, the Greek National Council for Radio and Television
European Society of Radiology
Institute of Environmental Science and Research, a New Zealand scientific institute
Science
EISCAT Svalbard radar, UHF-band radar at Longyearbyen, Norway
Electron spin resonance, a technique used in chemical spectroscopy to identify unpaired electrons and free radicals
Electron spin resonance dating, a dating technique used in archaeology and geology
Erythrocyte sedimentation rate, the rate at which red blood cells sediment
Estrogen receptor, a group of proteins
European Sociological Review, sociological scientific journal
Technology
Electro-slag remelting, an alloy remelting and refining process
Electronic Staff Record, a human resources and payroll system of the UK National Health Service
Equivalent series resistance, the resistive parts of the impedance of certain electrical components
Emergency sun reacquisition, an attitude control mode of the Solar and Heliospheric Observatory
Extended-support release, software that receives official security updates for an extended period of time
M2010 Enhanced Sniper Rifle, a sniper rifle used by the US Army
Transportation
East Somerset Railway, a heritage railway in the UK
Eastar Jet (ICAO code), a Korean airline
Ricardo García Posada Airport (IATA code), Chile
Emergency speed restriction, a UK railway speed reduction
Other uses
Eric S. Raymond (born 1957), American computer programmer, author and open source software advocate
Emile Smith-Rowe, English professional footballer for Arsenal FC
Effort Sharing Regulation a European regulation designed to allocate the Green House Gases reduction objectives among European Union Member States
|
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9862_0
|
Europe of Democracies and Diversities (EDD) was a Eurosceptic political group with seats in the European Parliament between 1999 and 2004. Following the 2004 European elections, the group reformed as Independence/Democracy (IND/DEM).
Members
June Movement (Denmark), 3 seats
People's Movement against the EU (Denmark), 1 seat
Hunting, Fishing, Nature, Tradition (France), 6 seats
ChristianUnion – Reformed Political Party (Netherlands), 3 seats
UK Independence Party (United Kingdom), 3 seats
Combats Souverainistes (France), 1 MEP defected from Rally for France/UEN group in March 2001
League of Polish Families (Poland), after Poland joined the EU in May 2004
References
External links
European Parliament Annual Accounts of Political Groups
Europe Politique
European Parliament profile of Jens-Peter Bonde
Entry on Konrad-Adenauer-Stiftung
Former European Parliament party groups
Euroscepticism
sv:Demokratiernas och mångfaldens Europa
|
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9864_0
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The European Free Alliance (EFA) is a European political party that consists of various regionalist, separatist and ethnic minority political parties in Europe. Member parties advocate either for full political independence and sovereignty, or some form of devolution or self-governance for their country or region. The alliance has generally limited its membership to progressive parties; therefore, only a fraction of European regionalist parties are members of the EFA.
Since 1999, the EFA and the European Green Party (EGP) have joined forces within Greens–European Free Alliance (Greens/EFA) group in the European Parliament, although some EFA members have joined other groups from time to time.
The EFA's youth wing is the European Free Alliance Youth (EFAY), founded in 2000.
As of 2021, four European regions are led by EFA politicians: Scotland with Nicola Sturgeon of the Scottish National Party, Flanders with Jan Jambon of the New Flemish Alliance, Corsica with Gilles Simeoni of For Corsica, and Catalonia with Pere Aragonès from the Republican Left of Catalonia.
History
Regionalists have long been represented in the European Parliament. In the 1979 election four regionalist parties obtained seats: the Scottish National Party (SNP), the Flemish People's Union (VU), the Brussels-based Democratic Front of Francophones (FDF) and the South Tyrolean People's Party (SVP). The SNP, although being predominantly social-democratic, joined the European Progressive Democrats, a conservative group led by the French Rally for the Republic. The VU and the FDF joined the heterogeneous Technical Group of Independents, while the SVP joined the European People's Party group.
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9864_1
|
In 1981 six parties (VU, the Frisian National Party, Independent Fianna Fáil, the Party of German-speaking Belgians, the Party for the Organization of a Free Brittany and the Alsace-Lorraine National Association), plus three observers (the Union of the Corsican People, UPC, the Occitan Party and the Democratic Convergence of Catalonia, CDC), joined forces to form the European Free Alliance. Regionalist MEPs continued, however, to sit in different groups also after the 1984 election: the SNP in the Gaullist-dominated European Democratic Alliance; the VU, the Sardinian Action Party (PSd'Az) and Basque Solidarity (EA) in the Rainbow Group, together with Green parties; the SVP in the European People's Party group; the CDC with the Liberal Democrats; and Herri Batasuna among Non-Inscrits.
Only after the 1989 European Parliament election did EFA members form a united group, called Rainbow like its green predecessor. It consisted of three Italian MEPs (two for Lega Lombarda and one for the PSd'Az), two Spanish MEPs (one each for the PNV and the Andalusian Party, PA), one Belgian MEP (for VU), one French MEP (UPC), one British MEP (SNP) and one independent MEP from Ireland. They were joined by 4 MEPs from the Danish left-wing Eurosceptic People's Movement against the EU, while the other regionalist parties, including the SVP, Batasuna and the Convergence and Union of Catalonia (CiU) declined to join.
In the 1994 European Parliament election the regionalists lost many seats. Moreover, the EFA had suspended its major affiliate, Lega Nord, for having joined forces in government with the post-fascist National Alliance. Also, the PNV chose to switch to the European People's Party (EPP). The three remaining EFA MEPs (representing the SNP, the VU and the Canarian Coalition) formed a group with the French Énergie Radicale list and the Italian Pannella List: the European Radical Alliance.
|
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9864_2
|
Following the 1999 European Parliament election, in which EFA parties did quite well, EFA elected MEPs formed a joint group with the European Green Party, under the name Greens–European Free Alliance (Greens/EFA). In the event the EFA supplied ten members: two each from the Scottish SNP, the Welsh Plaid Cymru, and the Flemish VU, and one each from the Basque PNV and EA, the Andalusian PA and the Galician Nationalist Bloc (BNG).
In the 2004 European Parliament election, the EFA, which had formally become a European political party, was reduced to four MEPs: two from the SNP (Ian Hudghton and Alyn Smith), one from Plaid Cymru (Jill Evans) and one from the Republican Left of Catalonia (ERC; Bernat Joan i Marí, replaced at the mid-term by MEP Mikel Irujo of the Basque EA). They were joined by two associate members: Tatjana Ždanoka of For Human Rights in United Latvia (PCTVL) and László Tőkés, an independent MEP and former member of the Democratic Alliance of Hungarians in Romania (UMDR). Co-operation between the EFA and the Greens continued.
Following the 2008 revision of the EU Regulation that governs European political parties allowing the creation of European foundations affiliated to European political parties, the EFA established its official foundation/think tank, the Coppieters Foundation (CF), in September 2007.
In the 2009 European Parliament election, six MEPs were returned for the EFA: two from the SNP (Ian Hudghton and Alyn Smith), one from Plaid Cymru (Jill Evans), one from the Party of the Corsican Nation (PNC; François Alfonsi), one from the ERC (Oriol Junqueras), and Tatjana Ždanoka, an individual member of the EFA from Latvia. After the election, the New Flemish Alliance (N-VA) also joined the EFA. The EFA subgroup thus counted seven MEPs.
|
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9864_3
|
In the 2014 European Parliament election, EFA-affiliated parties returned twelve seats to the Parliament: four for the N-VA, two for the SNP, two for "The Left for the Right to Decide" (an electoral list primarily composed of the ERC), one for "The Peoples Decide" (an electoral list mainly comprising EH Bildu, a Basque coalition including EA), one for "European Spring" (an electoral list comprising the Valencian Nationalist Bloc, BNV, and the Aragonese Union, ChA), one from Plaid Cymru, and one from the Latvian Russian Union (LKS). Due to ideological divergences with the Flemish Greens, the N-VA defected to the European Conservatives and Reformists (ECR) group and the EH Bildu MEP joined the European United Left–Nordic Green Left (GUE/NGL) group. Thus, EFA had seven members in the Greens/EFA group and four within ECR.
In the 2019 European Parliament election the EFA gained a fourth seat in the United Kingdom, due to the SNP gaining a third seat to add to Plaid's one. However, the EFA suffered the loss of these seats later in 2019 due to Brexit, which meant SNP and PC MEPs had to leave.
Ideology
In the Brussels declaration of 2000 the EFA codified its political principles. The EFA stands for "a Europe of Free Peoples based on the principle of subsidiarity, which believe in solidarity with each other and the peoples of the world." The EFA sees itself as an alliance of stateless peoples, striving towards recognition, autonomy, independence or wanting a proper voice in Europe. It supports European integration on basis of the subsidiarity-principle. It believes also that Europe should move away from further centralisation and works towards the formation of a "Europe of regions". It believes that regions should have more power in Europe, for instance participating in the Council of the European Union, when matters within their competence are discussed. It also wants to protect the linguistic and cultural diversity within the EU.
|
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] |
9864_4
|
The EFA broadly stands on the left-wing of the political spectrum. EFA members are generally progressive, although there are some notable exceptions as the conservative New Flemish Alliance, Bavaria Party, Democratic Party of Artsakh, Schleswig Party and Future of Åland, the Christian-democratic Slovene Union, the centre-right Liga Veneta Repubblica and the far-right South Tyrolean Freedom.
Organisation
The main organs of the EFA organisation are the General Assembly, the Bureau and the Secretariat.
General Assembly
In the General Assembly, the supreme council of the EFA, every member party has one vote.
Bureau and Secretariat
The Bureau takes care of daily affairs. It is chaired by Lorena Lopez de Lacalle (Basque Solidarity), president of the EFA, while Jordi Solé (Republican Left of Catalonia) is secretary-general and Anke Spoorendonk (South Schleswig Voters' Association) treasurer.
The Bureau is completed by ten vice-presidents: Marta Bainka (Silesian Autonomy Movement), Olrik Bouma (Frisian National Party), (Future of Åland), Jill Evans (Plaid Cymru), Fernando Fuente Cortina (Valencian Nationalist Bloc), Victor Gallou (Breton Democratic Union), David Grosclaude (Occitan Party), Wouter Patho (New Flemish Alliance), Nelida Pogagcic (Lista za Rijeku - Lista per Fiume) and Anne Tomasi (Party of the Corsican Nation).
Member parties
Before becoming a member party, an organisation needs to have been an observer of the EFA for at least one year. Only one member party per region is allowed. If a second party from a region wants to join the EFA, the first party needs to agree, at which point these two parties will then form a common delegation with one vote. The EFA also recognises friends of the EFA, a special status for regionalist parties outside of the European Union.
The following is the list of EFA members and former members.
Full members
Former members
See also
List of regional and minority parties in Europe
List of active separatist movements in Europe
Political parties of minorities
Regionalism (politics)
References
External links
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] |
9864_5
|
References
External links
The Greens/EFA official website
EFA in the European Parliament
European Free Alliance Youth
Declaration of Brussels of 9 November 2000
Toward a Europe of diversity – Manifesto for the 2004 EP election
Vision for a People's Europe – Manifesto for the 2009 EP election
It's time for self-determination for all the peoples of Europe – Manifesto for the 2014 EP election
Eric Defoort (editor), The European Free Alliance: The voice of nations and peoples of Europe. 30 years EFA, 2011
Tudi Kernalegenn, The internationalism of the EFA, European Free Alliance, 2011
Peter Lynch, Organising for a Europe of the Regions: The European Free Alliance-DPPE and Political Representation in the European Union, 2007
Pan-European political parties
Politics of Europe
1981 establishments in Belgium
|
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9865_0
|
The Alliance of Liberals and Democrats for Europe Party (ALDE Party) is a European political party composed of 60 national-level liberal parties from across Europe, mainly active in the European Union. The ALDE Party is affiliated with the Liberal International and a recognised European political party, incorporated as a non-profit association under Belgian law.
It was founded on 26 March 1976 in Stuttgart as a confederation of national political parties under the name "Federation of Liberal and Democrat Parties in Europe" and renamed "European Liberals and Democrats" (ELD) in 1977 and "European Liberal Democrats and Reformists" (ELDR) in 1986. On 30 April 2004, the ELDR was reformed as an official European party, the "European Liberal Democrat and Reform Party" (ELDR Party).
On 10 November 2012, the party chose its current name of ALDE Party, taken from its then-European Parliament group, the Alliance of Liberals and Democrats for Europe (ALDE), which had been formed on 20 July 2004 in conjunction with the European Democratic Party (EDP). Prior to the 2004 European election the European party had been represented through its own group, the European Liberal Democrat and Reform Party Group (ELDR) Group. In June 2019, the ALDE group was succeeded by Renew Europe.
, ALDE is represented in European Union institutions, with 65 MEPs and five members of the European Commission. Of the 27 EU member states, there are six with ALDE-affiliated Prime Ministers: Mark Rutte (VVD) in the Netherlands, Xavier Bettel (DP) in Luxembourg, Kaja Kallas (Estonian Reform Party) in Estonia, Andrej Babiš (ANO) in the Czech Republic, Alexander De Croo (Open VLD) in Belgium and Micheál Martin (FF) in Ireland. ALDE member parties are also in governments in five other EU member states: Croatia, Finland, Latvia, Slovenia and Lithuania. Some other ALDE member parties offer parliamentary support to governments in Croatia, Denmark, Italy, Romania and Sweden. Charles Michel, former Belgian Prime Minister, is current President of the European Council.
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] |
9865_1
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ALDE's think tank is the European Liberal Forum, led by Hilde Vautmans, MEP, and gathers 46 member organisations. The youth wing of ALDE is the European Liberal Youth (LYMEC), which is predominantly based upon youth and student liberal organisations but contains also a small number of individual members. LYMEC is led by Antoaneta Asenova (MRF) of Bulgaria, and counts 200,000 members.
In 2011, the ALDE Party became the first pan-European party to create the status of individual membership. Since then, between 1000 and close to 3000 members (the numbers fluctuate annually) maintain direct membership in the ALDE Party from several EU countries. Over 40 coordinators mobilise liberal ideas, initiatives and expertise across the continent under the leadership of the Steering Committee, which was first chaired by Julie Cantalou. The ALDE Party took a step further in the direction of becoming a truly pan-European party when granting voting rights to individual members’ delegates at the Party Congress.
Structure
Bureau
The day-to-day management of the ALDE Party is handled by the Bureau, the members of which are:
Presidents
1978–1981: Gaston Thorn
1981–1985: Willy De Clercq
1985–1990: Colette Flesch
1990–1995: Willy De Clercq
1995–2000: Uffe Ellemann-Jensen
2000–2005: Werner Hoyer
2005–2011: Annemie Neyts-Uyttebroeck
2011–2015: Graham Watson
2015–2021: Hans van Baalen
History of pan-European liberalism
Pan-European liberalism has a long history dating back to the foundation of Liberal International in April 1947. On 26 March 1976, the Federation of Liberal and Democrat Parties in Europe was established in Stuttgart. The founding parties of the federation were the Free Democratic Party of Germany, Radical Party of France, Venstre of Denmark, Italian Liberal Party, Dutch People's Party for Freedom and Democracy and Democratic Party of Luxembourg. Observer members joining later in 1976 were the Danish Social Liberal Party, French Radical Party of the Left and Independent Republicans, British Liberal Party, and Italian Republican Party. In 1977, the federation was renamed European Liberals and Democrats, in 1986, European Liberal Democrats and Reformists.
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] |
9865_2
|
It evolved into the European Liberal Democrat and Reform Party (ELDR Party) in 2004, when it was founded as an official European party under that name and incorporated under Belgian law at an extraordinary Congress in Brussels, held on 30 April 2004 the day before the enlargement of the European Union. At the same time the matching group in the European Parliament, the European Liberal Democrats and Reformists Group allied with the members of the newly elected European Democratic Party, forming the Alliance of Liberals and Democrats for Europe (ALDE) with a matching ALDE Group in the European Parliament.
On 10 November 2012, the ELDR Party adopted the name of the alliance between the two parties, to match the parliamentary group and the alliance.
On 12 June 2019, the ALDE group was succeeded by a new enlarged group, Renew Europe, which primarily consists of ALDE and EDP member parties and France's La République En Marche! (LREM).
European Council
European Commissioners
ALDE Member Parties contribute four out of the 28 members of the European Commission:
Elected representatives of member parties
European institutions
National parliaments of European Union member states
National parliaments outside the European Union
Member parties
Outside the EU
See also
European Liberal Youth
Liberal International
Political parties of the world
References
External links
European Liberal Youth (LYMEC)
Alliance of Liberals and Democrats for Europe
Liberal International
|
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9866_0
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The European People's Party Group (EPP Group) is a centre-right political group of the European Parliament consisting of deputies (MEPs) from the member parties of the European People's Party (EPP). It sometimes includes independent MEPs and/or deputies from unaffiliated national parties. The EPP Group comprises politicians of Christian-democratic, conservative and liberal-conservative orientation.
The European People's Party was officially founded as a European political party in 1976. However, the European People's Party Group in the European Parliament has existed in one form or another since June 1953, from the Common Assembly of the European Coal and Steel Community, making it one of the oldest European-level political groups. It has been the largest political group in the European Parliament since 1999.
History
The Common Assembly of the European Coal and Steel Community (the predecessor of the present day European Parliament) first met on 10 September 1952 and the first Christian Democratic Group was unofficially formed the next day, with Maan Sassen as president. The group held 38 of the 78 seats, two short of an absolute majority. On 16 June 1953 the Common Assembly passed a resolution enabling the official formation of political groups, and on 23 June 1953 the constituent declaration of the group was published and the group was officially formed.
The Christian Democrat group was the biggest group at formation, but as time wore on it lost support and was the second-biggest group by the time of the 1979 elections. As the European Community expanded into the European Union, the dominant centre-right parties in the new member states were not necessarily Christian democratic, and the EPP (European People's Party, the pan-continental political party founded in 1976 which all group members are now affiliated to) feared being sidelined. To counter this, the EPP expanded its remit to cover the centre-right regardless of tradition and pursued a policy of integrating liberal-conservative parties.
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9866_1
|
This policy led to Greek New Democracy and Spanish People's Party MEPs joining the EPP Group. The British Conservative Party and Danish Conservative People's Party tried to maintain a group of their own called the European Democrats (ED), but lack of support and the problems inherent in maintaining a small group forced ED's collapse in the 1990s, and its members crossed the floor to join the EPP Group. The parties of these MEPs also became full members of the EPP (with the exception of the British Conservatives who did not join the Party) and this consolidation process of the European centre-right throughout the 1990s with the acquisition of members from the Italian party Forza Italia. However, the consolidation was not unalloyed and a split emerged with the Eurosceptic MEPs who congregated in a subgroup within the group, also called the European Democrats (ED).
Nevertheless, the consolidation held through the 1990s, assisted by the group being renamed to the European People's Party – European Democrats (EPP-ED) group, and after the 1999 European elections the EPP-ED reclaimed its position as the largest group in the Parliament from the Party of European Socialists (PES) group.
Size was not enough, however: the group did not have a majority. It continued therefore to engage in the Grand Coalition (a coalition with the PES Group, or occasionally the Liberals) to generate the majorities required by the cooperation procedure under the Single European Act. This coalition has held, although occasionally the group adopts a government-opposition dynamic with the other groups, notably during the budget crisis when it opposed the PES and brought about the resignation of the Santer Commission.
Meanwhile, the parties in the European Democrats subgroup were growing restless and finally left following the 2009 elections, when the Czech Civic Democratic Party and British Conservative party formed their own right-wing European Conservatives and Reformists (ECR) group on 22 June 2009, abolishing the European Democrats subgroup from that date. The EPP-ED Group reverted to its original name – the EPP Group – immediately.
|
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9866_2
|
In the 7th European Parliament the EPP Group remains the largest parliamentary group with 275 MEPs. It is currently the only political group in the European parliament to fully represent its corresponding European political party, i.e. the European People's Party. The United Kingdom was the only member to not be represented in the group until 28 February 2018, when two MEPs suspended from the Conservative Party left the European Conservatives and Reformists and joined the EPP. The two MEPs later joined a breakaway political party in the UK, The Independent Group.
After twelve member parties in the EPP called for Hungary's Fidesz's expulsion or suspension, Fidesz's membership was suspended with a common agreement on 20 March 2019. The suspension was applied only to the EPP but not to its group in the Parliament. On 3 March 2021, Fidesz decided to leave the EPP group, after the group's new rules, however still kept their membership in the party. On 18 March 2021, Fidesz decided to leave the European People's Party.
Membership at formation
The 38 members in the group on 11 September 1952 were as follows:
Structure
Organisation
The EPP Group is governed by a collective (referred to as the Presidency) that allocates tasks. The Presidency consists of the Group Chair and a maximum of ten Vice-Chairs, including the Treasurer. The day-to-day running of the EPP Group is performed by its secretariat in the European Parliament, led by its Secretary-General. The Group runs its own think-tank, the European Ideas Network, which brings together opinion-formers from across Europe to discuss issues facing the European Union from a centre-right perspective.
The EPP Group Presidency includes:
The chairs of the group and its predecessors from 1952 to 2020 are as follows:
Membership
9th European Parliament
The EPP Group has MEPs from each of the 27 member states. The national parties that have Members of the EPP Group are as follows:
Former members
7th and 8th European Parliament
Activities
|
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9866_3
|
7th and 8th European Parliament
Activities
In the news
Activities performed by the group in the period between June 2004 and June 2008 include monitoring elections in Palestine and the Ukraine; encouraging transeuropean rail travel, telecoms deregulation, energy security, a common energy policy, the accession of Bulgaria and Romania to the Union, partial reform of the CAP and attempts to tackle illegal immigration; denouncing Russian involvement in South Ossetia; supporting the Constitution Treaty and the Lisbon Treaty; debating globalisation, relations with China, and Taiwan; backing plans to outlaw Holocaust denial; nominating Anna Politkovskaya for the 2007 Sakharov Prize; expelling Daniel Hannan from the Group; the discussion about whether ED MEPs should remain within EPP-ED or form a group of their own; criticisms of the group's approach to tackling low turnout for the 2009 elections; the group's use of the two-President arrangement; and the group's proposal to ban the Islamic Burka dress EU wide.
Parliamentary activity profile
The debates and votes in the European Parliament are tracked by its website and categorised by the groups that participate in them and the rule of procedure that they fall into. The results give a profile for each group by category and the total indicates the group's level of participation in Parliamentary debates. The activity profile for each group for the period 1 August 2004 to 1 August 2008 in the Sixth Parliament is given on the diagram on the right. The group is denoted in blue.
The website shows the group as participating in 659 motions, making it the third most active group during the period.
Publications
The group produces many publications, which can be found on its website. Documents produced in 2008 cover subjects such as dialogue with the Orthodox Church, study days, its strategy for 2008–09, Euro-Mediterranean relations, and the Treaty of Lisbon. It also publishes a yearbook and irregularly publishes a presentation, a two-page summary of the group.
|
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] |
9866_4
|
Academic analysis
The group has been characterised as a three-quarter male group that, prior to ED's departure, was only 80% cohesive and split between centre-right Europhiles (the larger EPP subgroup) and right-wing Eurosceptics (the smaller ED subgroup). The group as a whole is described as ambiguous on hypothetical EU taxes, against taxation, Green issues, social liberal issues (LGBT rights, abortion, euthanasia) and full Turkish accession to the European Union, and for a deeper Federal Europe, deregulation, the Common Foreign and Security Policy and controlling migration into the EU.
See also
European People's Party
Members of the European Parliament 2019-2024
Movement for European Reform
References
External links
EPP Group in the European Parliament
European People's Party (EPP)
European People's Party
European People's Party–European Democrats
European Parliament party groups
Political parties established in 1953
Political parties established in 1976
1953 establishments in Europe
1976 establishments in Europe
|
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9867_0
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The Left in the European Parliament – GUE/NGL is a political group of the European Parliament established in 1995, and is composed of left-wing and far-left members. Before January 2021, it was named the European United Left/Nordic Green Left (, GUE/NGL).
The group comprises political parties of socialist and communist orientation.
History
In 1995, the enlargement of the European Union led to the creation of the Nordic Green Left group of parties. The Nordic Green Left (NGL) merged with the Confederal Group of the European United Left (GUE) on 6 January 1995, forming the Confederal Group of the European United Left/Nordic Green Left. The NGL suffix was added to the name of the expanded group on insistence of Swedish and Finnish MEPs. The group initially consisted of MEPs from the Finnish Left Alliance, the Swedish Left Party, the Danish Socialist People's Party, the United Left of Spain (including the Spanish Communist Party), the Synaspismos of Greece, the French Communist Party, the Portuguese Communist Party, the Communist Party of Greece, and the Communist Refoundation Party of Italy.
In 1998, Ken Coates, an expelled MEP from the British Labour Party who co-founded the Independent Labour Network, joined the group.
In 1999, the German Party of Democratic Socialism (PDS) and the Greek Democratic Social Movement (DIKKI) joined as full members, while the five MEPs elected from the list of the French Trotskyist alliance LO–LCR and the one MEP for the Dutch Socialist Party joined as associate members.
In 2002, four MEPs from the French Citizen and Republican Movement and one from the Danish People's Movement against the EU also joined the group.
In 2004, no MEPs were elected from LO–LCR and DIKKI — which was undergoing a dispute with its leader over the party constitution — , as well as the French Citizen and Republican Movement, did not put forward candidates. MEPs from the Portuguese Portugal, the Irish Sinn Féin, the Progressive Party of Working People of Cyprus, and the Communist Party of Bohemia and Moravia joined the group. The Danish Socialist People's Party, a member of the Nordic Green Left, left the group to instead sit in the Greens–European Free Alliance group.
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9867_1
|
In 2009, no MEPs were elected from the Italian Communist Refoundation Party and the Finnish Left Alliance. MEPs from the Irish Socialist Party, the Socialist Party of Latvia, and the French Left Party joined the group.
In 2013, one MEP from the Croatian Labourists – Labour Party also joined the group.
In 2014, no MEPs were elected from the Irish Socialist Party, the Socialist Party of Latvia, and the Croatian Labourists – Labour Party. MEPs from the Spanish Podemos as well as EH Bildu and the Dutch Party for the Animals joined the group, while MEPs from the Italian Communist Refoundation Party and the Finnish Left Alliance re-entered parliament and rejoined. The Communist Party of Greece, a founding member of the group, decided to leave and instead sit as Non-Inscrits.
In 2019, no MEPs were elected from the French Communist Party, the Danish People's Movement against the EU, the Dutch Socialist Party, and from the Italian parties The Left and the Communist Refoundation Party. MEPs from the French La France insoumise, the Belgian Workers' Party of Belgium, the German Human Environment Animal Protection, the Irish Independents 4 Change, and the Danish Red-Green Alliance joined the group.
Position
According to its 1994 constituent declaration, the group is opposed to the present European Union political structure, but it is committed to integration. That declaration sets out three aims for the construction of another European Union, the total change of institutions to make them fully democratic, breaking with neo-liberal monetarist policies, and a policy of co-development and equitable cooperation. The group wants to disband the North Atlantic Treaty Organisation (NATO), and strengthen the Organization for Security and Co-operation in Europe (OSCE).
The group is ambiguous between reformism and revolution, leaving it up to each party to decide on the manner they deem best suited to achieve these aims. As such, it has simultaneously positioned itself as insiders within the European institutions, enabling it to influence the decisions made by co-decision; and as outsiders by its willingness to seek another Europe, which would abolish the Maastricht Treaty.
|
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] |
9867_2
|
Organisation
The GUE/NGL is a confederal group that is composed of MEPs from national parties. Those national parties must share common political objectives with the group, as specified in the group's constituent declaration. Nevertheless, those national parties, and not the group, retain control of their MEPs; therefore, the group may be divided on certain issues.
Members of the group meet regularly to prepare for meetings, debate on policies, and vote on resolutions. The group also publishes reports on various topics.
Member parties
MEPs may be full or associate members.
Full members must accept the constitutional declaration of the group.
Associate members need not fully do so, but they may sit with the full members.
National parties may be full or associate members.
Full member parties must accept the constitutional declaration of the group.
Associate member parties may include parties that do not have MEPs (e. g., French Trotskyist parties which did not get elected in the 2004 European elections), are from states that are not part of the European Union, or do not wish to be full members.
Membership
9th European Parliament
The initial member parties for the 9th European Parliament was determined at the first meeting on 29 May 2019.
8th European Parliament
7th European Parliament
6th European Parliament
European Parliament results
See also
European Anticapitalist Left
Initiative of Communist and Workers' Parties
List of communist parties represented in European Parliament
Maintenant le Peuple
Party of the European Left
References
European Parliament party groups
Organizations established in 1995
Eurosceptic parties
|
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9868_0
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The European Democrats were a loose association of conservative political parties in Europe. It was a political group in the European Parliament from 1979 until 1992, when it became a subgroup of the European People's Party–European Democrats (EPP-ED) group. The European Democrats continued to exist as a political group in the Parliamentary Assembly of the Council of Europe (PACE) until 2014, when it became the European Conservatives Group.
European Democrats in the European Parliament
1979–1992
The European Democratic Group (ED) was formed on 17 July 1979 by British Conservative Party, Danish Conservative People's Party and other MEPs after their success in the 1979 elections. It supplanted the earlier European Conservative Group.
In the late seventies and early eighties, the ED was the third-largest political group in the European Parliament.
However, the group saw its membership fall sharply in the late 1980s, as many centre-right members moved to the rival European People's Party (EPP), dominated by the Christian Democratic Union of Germany (CDU), Italian Christian Democrats and the ideology of Christian democracy in general. The ED had been somewhat further from the political centre and less pro-European than the EPP. Largely isolated, even hardline eurosceptics like Margaret Thatcher conceded that the British Conservatives could not be effectively heard from such a peripheral group.
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9868_1
|
1992–1999
On 1 May 1992, the ED (now largely composed of UK Conservative Party members) dissolved, and its remaining members were accorded "associated party" status in the European People's Party Group; that is, being part of the parliamentary group without retaining actual membership in the EPP Europarty organisation. This was considered essential for the Conservatives, as the EPP was generally seen as quite favourable to European integration, a stance at odds with their core ideology. The Conservatives' relationship to the EPP would become a sore point in the following years, particularly for the eurosceptic general membership in Britain. Then-leader of the British Conservative Party William Hague hoped to put the issue to rest by negotiating a new arrangement in 1999 by which the EPP's parliamentary group would rebrand itself as the European People's Party–European Democrats (EPP-ED), with the "European Democrat" nomenclature returning after a seven-year hiatus. This was intended to nominally underscore the Conservatives' status apart from the rest of EPP, and it was hoped that with the coming enlargement of the European Union numerous newly involved right-wing parties, averse to the EPP proper for its perceived European federalism, would be willing to instead enter the ED subgroup, growing the overall alignment.
1999–2009
The arrangement proved to do little to appease opposition. Hague's successor, Iain Duncan Smith, made a concerted drive at one point to resurrect the European Democratic Group, but backed off when it became clear that Conservative MEPs would not move voluntarily. The hope that multiple Central and European parties would join ED also proved to be dubious, as only the Czech Civic Democratic Party took up the offer, with the remainder joining EPP proper or other groups such as Union for Europe of the Nations (UEN) or Independence and Democracy (IND/DEM). Meanwhile, the ED remained a more eurosceptic subgroup within the broader EPP-ED bloc that contributed slightly more than 10% of its total MEPs. It resisted the trend of incorporating as a European political party.
|
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9868_2
|
During the 2005 Conservative leadership contest, eventual winner David Cameron pledged to withdraw the Conservatives from the EPP-ED group, while opponent David Davis argued in a letter to the editor of The Daily Telegraph that the current ED arrangement allowed the Conservatives to maintain suitable distance from EPP while still having influence in the largest parliamentary grouping. Conservative/EPP-ED MEP Martin Callanan responded in that paper the following day:
The Czech Civic Democratic Party (ODS), the Law and Justice (PiS) of Poland and the Rally For France party were among the first to discuss forming a breakaway group under the Movement for European Reform. Sir Reg Empey, Leader of the Ulster Unionist Party (UUP) has committed his party thereunto Its position would be that the European Union should exist, but as a looser supranational organisation than at present, making the group less eurosceptic than the UEN and IND/DEM groups. Some members from the above parties founded a new organization, the Alliance for an Open Europe, in the midst of this debate, with broadly similar objectives.
Cameron initially intended to form the new group in 2006, though this aspiration had to be cancelled due to their main prospective partners, the ODS and PiS, being unable or unwilling to break away from their then-groupings; the new grouping was put on hiatus until the 2009 European elections. By then, new factors—including the collapse of the UEN group—made conditions for forming a new political grouping much more favourable. On 22 June 2009, the founder members of the European Conservatives and Reformists (ECR) group, all signatories of the Prague Declaration announced that they were to leave the EPP-ED, and in virtue of that fact, the European Democrats movement. This announcement ended the 30-year existence of the European Democrats in the European Parliament.
Former member parties
The following political parties were associated with the European Democrats at some point:
European Democrats in PACE (Parliamentary Assembly of the Council of Europe)
The European Democrat Group in the Parliamentary Assembly of the Council of Europe was founded as the Group of Independent Representatives in 1970 by British and Scandinavian members of PACE, having about 35–40 members from the UK, Ireland, Norway, Denmark, Turkey, Sweden and Switzerland. It adopted the European Democrats Group name in September 1980, later becoming the European Conservatives Group in 2014.
|
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] |
9868_3
|
Sources
Political Groups of the European Parliament
Development of Political Groups in the European Parliament
Europe Politique
European Parliament MEP Archives
Democracy in the European Parliament
See also
Alliance for an Open Europe
Movement for European Reform
European People's Party–European Democrats
References
External links
European Democrats official website
European Democrat Group in the Parliamentary Assembly of the Council of Europe
Former European Parliament party groups
Conservatism in Europe
European People's Party–European Democrats
Organizations established in 1979
|
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9869_0
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The Epistle to the Ephesians, also called the Letter to the Ephesians and often shortened to Ephesians, is the tenth book of the New Testament. Its authorship has traditionally been attributed to Paul the Apostle but starting in 1792, this has been challenged as Deutero-Pauline, that is, pseudepigrapha written in Paul's name by a later author strongly influenced by Paul's thought, probably "by a loyal disciple to sum up Paul's teaching and to apply it to a new situation fifteen to twenty-five years after the Apostle's death".
Themes
According to New Testament scholar Daniel Wallace, the theme may be stated pragmatically as "Christians, get along with each other! Maintain the unity practically which Christ has effected positionally by his death."
Another major theme in Ephesians is the keeping of Christ's body (that is, the Church) pure and holy.
In the second part of the letter, Ephesians 4:17–6:20, the author gives practical advice in how to live a holy, pure, and Christ-inspired lifestyle.
Composition
According to tradition, the Apostle Paul wrote the letter while he was in prison in Rome (around AD 62). This would be about the same time as the Epistle to the Colossians (which in many points it resembles) and the Epistle to Philemon. However, many critical scholars have questioned the authorship of the letter and suggest that it may have been written between AD 80 and 100.
Authorship
The first verse in the letter identifies Paul as its author. While early lists of New Testament books, including the Muratorian fragment and possibly Marcion's canon (if it is to be equated with the Epistle to the Laodiceans), attribute the letter to Paul, more recently there have been challenges to Pauline authorship on the basis of the letter's characteristically non-Pauline syntax, terminology, and eschatology.
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9869_1
|
Biblical scholar Harold Hoehner, surveying 279 commentaries written between 1519 and 2001, found that 54% favored Pauline authorship, 39% concluded against Pauline authorship and 7% remained uncertain. Norman Perrin and Dennis C. Duling found that of six authoritative scholarly references, "four of the six decide for pseudonymity, and the other two (Peake's Commentary on the Bible and the Jerome Biblical Commentary) recognize the difficulties in maintaining Pauline authorship. Indeed, the difficulties are insurmountable." Bible scholar Raymond E. Brown asserts that about 80% of critical scholarship judges that Paul did not write Ephesians.
There are four main theories in biblical scholarship that address the question of Pauline authorship.
The traditional view that the epistle is written by Paul is supported by scholars that include Ezra Abbot, Ragnar Asting, Markus Barth, F. F. Bruce, A. Robert, and André Feuillet, Gaugler, Grant, Harnack, Haupt, Fenton John Anthony Hort, Klijn, Johann David Michaelis, A. Van Roon, Sanders, Schille, Klyne Snodgrass, John R. W. Stott, Frank Thielman, Daniel B. Wallace, Brooke Foss Westcott, and Theodor Zahn. For a defense of the Pauline authorship of Ephesians, see Ephesians: An Exegetical Commentary, Harold Hoehner, pp 2–61.
A second position suggests that Ephesians was dictated by Paul with interpolations from another author. Some of the scholars that espouse this view include Albertz, Benoit, Cerfaux, Goguel, Harrison, H. J. Holtzmann, Murphy-O'Connor, and Wagenfuhrer.
A third group thinks it improbable that Paul authored Ephesians. Among this group are Allan, Beare, Brandon, Rudolf Bultmann, Conzelmann, Dibelius, Goodspeed, Kilsemann, J. Knox, W.L. Knox, Kümmel, K and S Lake, Marxsen, Masson, Mitton, Moffatt, Nineham, Pokorny, Schweizer, and J. Weiss.
Still other scholars suggest there is a lack of conclusive evidence. Some of this group are Cadbury, Julicher, McNeile, and Williams.
|
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9869_2
|
Place, date, and purpose of the writing of the letter
While most English translations indicate that the letter was addressed to "the saints who are in Ephesus" (1:1), the words "in Ephesus" do not appear in the best and earliest manuscripts of the letter, leading most textual critics, like Bart Ehrman, to regard the words as an interpolation. This lack of any internal references to Ephesus in the early manuscripts may have led Marcion, a second-century heresiarch who created the first New Testament canon, to believe that the letter was actually addressed to the church at Laodicea, for details see Epistle to the Laodiceans.
Furthermore, if Paul is regarded as the author, the impersonal character of the letter, which lacks personal greetings or any indication that the author has personal knowledge of his recipients, is incongruous with the account in Acts of Paul staying more than two years in Ephesus. For these reasons, most regard Ephesians to be a circular letter intended for many churches. The Jerusalem Bible notes that some critics think the words "who are…" would have been followed by a blank to be filled in with the name of "whichever church was being sent the letter".
If Paul was the author of the letter, then it was probably written from Rome during Paul's first imprisonment, and probably soon after his arrival there in the year 62, four years after he had parted with the Ephesian elders at Miletus. However, scholars who dispute Paul's authorship date the letter to between 70 and 80 AD. In the latter case, the possible location of the authorship could have been within the church of Ephesus itself. Ignatius of Antioch himself seemed to be very well versed in the epistle to the Ephesians, and mirrors many of his own thoughts in his own epistle to the Ephesians.
Outline
|
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9869_3
|
Outline
Ephesians contains:
1:1,2. The greeting, from Paul to the church of Ephesus.
1:3–2:10. A general account of the blessings that the gospel reveals. This includes the source of these blessings, the means by which they are attained, the reason why they are given, and their final result. The whole of the section Ephesians 1:3–23 consists in the original Greek of just two lengthy and complex sentences. It ends with a fervent prayer for the further spiritual enrichment of the Ephesians.
Ephesians 2:11-3:21 A description of the change in the spiritual position of Gentiles as a result of the work of Christ. It ends with an account of how Paul was selected and qualified to be an apostle to the Gentiles, in the hope that this will keep them from being dispirited and lead him to pray for them.
Ephesians 4:1-16. A chapter on unity in the midst of the diversity of gifts among believers.
Ephesians 4:17-6:9. Instructions about ordinary life and different relationships.
Ephesians 6:10-24. The imagery of spiritual warfare (including the metaphor of the Armor of God), the mission of Tychicus, and valedictory blessings.
Founding of the church at Ephesus
Paul's first and hurried visit for the space of three months to Ephesus is recorded in Acts 18:19–21. The work he began on this occasion was carried forward by Apollos and Aquila and Priscilla. On his second visit early in the following year, he remained at Ephesus "three years", for he found it was the key to the western provinces of Asia Minor. Here "a great door and effectual" was opened to him, and the church was established and strengthened by his diligent labours there. From Ephesus the gospel spread abroad "almost throughout all Asia." The word "mightily grew and prevailed" despite all the opposition and persecution he encountered.
On his last journey to Jerusalem, the apostle landed at Miletus and, summoning together the elders of the church from Ephesus, delivered to them a farewell charge, expecting to see them no more.
The following parallels between this epistle and the Milesian charge may be traced:
|
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9869_4
|
Acts 20:19 = Ephesians 4:2. The phrase "lowliness of mind".
Acts 20:27 = Ephesians 1:11. The word "counsel", denoting the divine plan.
Acts 20:32 = Ephesians 3:20. The divine ability.
Acts 20:32 = Ephesians 2:20. The building upon the foundation.
Acts 20:32 = Ephesians 1:14,18 "The inheritance of the saints."
Purpose
The purpose of the epistle, and to whom it was written, are matters of much speculation. It was regarded by C.H. Dodd as the "crown of Paulinism." In general, it is born out of its particular socio-historical context and the situational context of both the author and the audience. Originating in the circumstance of a multicultural church (primarily Jewish and Hellenistic), the author addressed issues appropriate to the diverse religious and cultural backgrounds present in the community.
The author exhorts the church repeatedly to embrace a specific view of salvation, which he then explicates.
Frank Charles Thompson, argues that the main theme of Ephesians is in response to the newly converted Jews who often separated themselves from their Gentile brethren. The unity of the church, especially between Jew and Gentile believers, is the keynote of the book.
Interpretations
Ephesians is notable for its domestic code treatment in Ephesians 5:22–6:9, covering husband-wife, parent-child, and master-slave relationships. In Ephesians 5:22, wives are urged to submit to their husbands, and husbands to love their wives "as Christ loved the Church." Christian Egalitarian theologians, such as Katharine Bushnell and Jessie Penn-Lewis, interpret these commands in the context of the preceding verse, for all Christians to "submit to one another." Thus, it is two-way, mutual submission of both husbands to wives and wives to husbands. But according to Peter O'Brien, Professor Emeritus at Moore Theological College, this would be the only instance of this meaning of submission in the whole New Testament, indeed in any extant comparable Greek texts; by O'Brien's account, the word simply does not connote mutuality. Dallas Theological Seminary professor Daniel Wallace understands it to be an extension of Ephesians 5:15-21 on being filled by the Holy Spirit.
|
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] |
9869_5
|
In the period leading up to the American Civil War (1861–65), Ephesians 6:5 on master-slave relationships was one of the Bible verses used by Confederate slaveholders in support of a slaveholding position.
See also
Earlier Epistle to the Ephesians
Textual variants in the Epistle to the Ephesians
Notes
References
External links
A Brief Introduction to Ephesians
Ephesians Online Reading Room – extensive collection of online resources for Ephesians; Tyndale Seminary
Biblical Expository on Ephesians
Ephesians: The Calling of the Saints – Ephesians Messages, Audio & Podcast by Ray Stedman
Various versions
1st-century Christian texts
Ephesians
Pauline epistles
Prison writings
Ephesians
|
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9872_0
|
Electric bus is a bus powered by electric energy. "Electric bus" can also refer to:
Bus (computing), used for connecting components of a computer or communication between computers
Busbars, thick conductors used in electrical substations
In power engineering, a "bus" is any graph node of the single-line diagram at which voltage, current, power flow, or other quantities are to be evaluated. This may correspond to the physical busbars in substation.
A ground bus or earth bus is a conductor used as a zero voltage reference in a system, often connected to ground or earth.
In professional audio, bus refers to a place in the audio signal chain where one can hear a mix of different audio signals—usually at the output of a mixing console.
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] |
9875_0
|
An exploit (from the English verb to exploit, meaning "to use something to one’s own advantage") is a piece of software, a chunk of data, or a sequence of commands that takes advantage of a bug or vulnerability to cause unintended or unanticipated behavior to occur on computer software, hardware, or something electronic (usually computerized). Such behavior frequently includes things like gaining control of a computer system, allowing privilege escalation, or a denial-of-service (DoS or related DDoS) attack.
Classification
There are several methods of classifying exploits. The most common is by how the exploit communicates to the vulnerable software.
A remote exploit works over a network and exploits the security vulnerability without any prior access to the vulnerable system.
A local exploit requires prior access to the vulnerable system and usually increases the privileges of the person running the exploit past those granted by the system administrator. Exploits against client applications also exist, usually consisting of modified servers that send an exploit if accessed with a client application. A common form of Exploits against client applications are browser exploits.
Exploits against client applications may also require some interaction with the user and thus may be used in combination with the social engineering method. Another classification is by the action against the vulnerable system; unauthorized data access, arbitrary code execution, and denial of service are examples.
Many exploits are designed to provide superuser-level access to a computer system. However, it is also possible to use several exploits, first to gain low-level access, then to escalate privileges repeatedly until one reaches the highest administrative level (often called "root").
After an exploit is made known to the authors of the affected software, the vulnerability is often fixed through a patch and the exploit becomes unusable. That is the reason why some black hat hackers as well as military or intelligence agencies hackers do not publish their exploits but keep them private.
Exploits unknown to everyone but the people that found and developed them are referred to as zero day exploits.
Types
Exploitations are commonly categorized and named by the type of vulnerability they exploit (see vulnerabilities for a list), whether they are local/remote and the result of running the exploit (e.g. EoP, DoS, spoofing). One scheme that offers zero day exploits is Exploit-as-a-Service.
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] |
9875_1
|
Zero-click
A zero-click attack is an exploit that requires no user interaction to operate – that is to say, no key-presses or mouse clicks. FORCEDENTRY, discovered in 2021, is an example of a zero-click attack.
In 2022, NSO Group was reportedly selling zero-click exploits to governments for breaking into individual's phones.
Pivoting
Pivoting is a method used by penetration testers that uses the compromised system to attack other systems on the same network to avoid restrictions such as firewall configurations, which may prohibit direct access to all machines. For example, if an attacker compromises a web server on a corporate network, the attacker can then use the compromised web server to attack other systems on the network. These types of attacks are often called multi-layered attacks. Pivoting is also known as island hopping.
Pivoting can further be distinguished into proxy pivoting and VPN pivoting:
Proxy pivoting is the practice of channeling traffic through a compromised target using a proxy payload on the machine and launching attacks from the computer. This type of pivoting is restricted to certain TCP and UDP ports that are supported by the proxy.
VPN pivoting enables the attacker to create an encrypted layer to tunnel into the compromised machine to route any network traffic through that target machine, for example, to run a vulnerability scan on the internal network through the compromised machine, effectively giving the attacker full network access as if they were behind the firewall.
Typically, the proxy or VPN applications enabling pivoting are executed on the target computer as the payload of an exploit.
Pivoting is usually done by infiltrating a part of a network infrastructure (as an example, a vulnerable printer or thermostat) and using a scanner to find other devices connected to attack them. By attacking a vulnerable piece of networking, an attacker could infect most or all of a network and gain complete control.
See also
Computer security
Computer virus
Crimeware
Exploit kit
Hacking: The Art of Exploitation (second edition)
IT risk
Metasploit
Shellcode
w3af
Notes
External links
|
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9877_0
|
The erg is a unit of energy equal to 10−7joules (100nJ). It originated in the centimetre–gram–second (CGS) system of units. It has the symbol erg. The erg is not an SI unit. Its name is derived from (), a Greek word meaning 'work' or 'task'.
An erg is the amount of work done by a force of one dyne exerted for a distance of one centimetre. In the CGS base units, it is equal to one gram centimetre-squared per second-squared (g⋅cm2/s2). It is thus equal to 10−7 joules or 100 nanojoules (nJ) in SI units. An erg is approximately the amount of work done (or energy consumed) by one common house fly performing one "push up", the leg-bending dip that brings its mouth to the surface on which it stands and back up.
1 erg = =
1 erg = = =
1 erg = =
1 erg = =
1 erg =
History
In 1864, Rudolf Clausius proposed the Greek word () for the unit of energy, work and heat. In 1873, a committee of the British Association for the Advancement of Science, including British physicists James Clerk Maxwell and William Thomson recommended the general adoption of the centimetre, the gramme, and the second as fundamental units (C.G.S. System of Units). To distinguish derived units, they recommended using the prefix "C.G.S. unit of ..." and requested that the word erg or ergon be strictly limited to refer to the C.G.S. unit of energy.
In 1922, chemist William Draper Harkins proposed the name micri-erg as a convenient unit to measure the surface energy of molecules in surface chemistry. It would equate to 10−14 erg, the equivalent to 10−21 joule.
The erg has not been a valid unit since 1 January 1978 when the European Economic Community ratified a directive of 1971 that implemented the International System (SI) as agreed by the General Conference of Weights and Measures. It is still widely used in astrophysics and sometimes in mechanics.
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] |
9877_1
|
See also
Foe (unit), relative measure for energy released by a supernova
Lumen second, for the lumerg and lumberg units
Metre–tonne–second system of units
References
Units of energy
Centimetre–gram–second system of units
|
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9878_0
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Everway is a fantasy role-playing game first published by Wizards of the Coast under their Alter Ego brand in 1995. Its lead designer was Jonathan Tweet. Marketed as a "Visionary Roleplaying Game", it has often been characterized as an innovative piece with a limited commercial success. Wizards later abandoned the line, and Rubicon Games purchased it, and published several supplements. The line was sold again to Gaslight Press in February 2001. The line is currently with The Everway Company, which is working on both a Silver Anniversary Edition and 2nd Edition.
The game has a fantasy setting of the multiverse type, with many different worlds, some of which differed from generic fantasy. It appears to have been heavily influenced by divinatory tarot, the four classical elements of ancient Greece, and mythologies from around the world.
Everway was first with implementing, in a commercial game, several new concepts including much more picture-based/visual source material and character creation than usual. Like other works by Jonathan Tweet, the rules are very simple and flexible. It is also one of a few diceless role-playing games. The Fortune Deck works as a randomizer and inspirational tool, and the results obtained by it are highly subjective. In order to clarify their use, Tweet coined some new vocabulary to describe and formalize methods of gamemaster adjudication; these terms have been adopted by the wider tabletop RPG community. Tweet's adjudication terms are: Karma (making a decision based on character abilities, tactics, and the internal logic of a fictional situation), Drama (making a decision based on what moves the story along), and Fortune (letting a randomizer — drawing a card in Everway, but could also refer to rolling dice in other games — determine the outcome).
Description
Everway was a boxed set designed by Jonathan Tweet, Jenny Scott, Aron Anderson, Scott Hungerford, Kathy Ice, Bob Kruger, and John Tynes, with illustrations by Doug Alexander, Rick Berry, Daniel Gelon, Janine Johnston, Hannibal King, Scott Kirschner, Ed Lee, John Matson, Martin McKenna, Ian Miller, Jeff Miracola, Roger Raupp, Andrew Robinson, Christopher Rush, and Amy Weber, and cover art by Susan Harris
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9878_1
|
The components included:
162-page Playing Guide
64-page Gamemastering Guide
14-page Guide to the Fortune Deck
90 Vision cards (each depicts a fantastic scene of some sort and is backed with a series of leading questions such as, "What does this person most enjoy?" or "What's the worst thing that could happen in this situation?")
36 Fortune cards (used for "divination" and action resolution, illustrated by Scott Kirschner and Jeff Miracola)
four source cards
six Questy cards
24 full-colour character sheets
16" x 11" Bonekeep map and 8" x 11" city map
plastic trays to hold cards
box
Setting
The official setting for Everway revolves around heroes with the power of "spherewalking," traveling between worlds called "spheres." Spheres typically consist of many "realms." The city of Everway is located in a realm called Roundwander, in the sphere called Fourcorner. Roundwander is the only realm in Fourcorner that is described. There is some detail on the sphere's main city, Everway, which contains a stone pyramid, a set of family-oriented guilds, and various exotic events related to the city's position as an inter-dimensional trading center. Several dozen other spheres are described as one-sentence blurbs, a few as page-long summaries, and one in detail as the setting for a sample adventure, "Journey to Stonekeep." The theme is strongly fantasy-oriented as opposed to science fictional, with advanced technology explicitly forbidden in the character creation rules. The authors gave significant thought to anthropology by describing how the people of various spheres live, including many similarities across cultures. Some of these common features are entirely realistic (language, art), and others plainly related to the game's fantasy elements (magic, knowledge of the Fortune Deck). Nearly all spheres are inhabited by humans, with mostly realistic physics.
|
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9878_2
|
Character creation
Character design is abstract and simple by most role-playing games' standards. Each character begins with twenty points to divide between four Element scores roughly equivalent to statistics for Strength (Fire), Perception (Water), Intelligence (Air) and Endurance (Earth). Scores range from 1 (pathetic) to 3 (average) to 10 (godlike), so a generic hero would have scores of 5. Each Element also has a specialty for which a character can get a 1-point bonus; e.g., a 5-Air hero with an Air specialty of "Writing" could write as though their Air score were 6. As a general rule a statistic of N is twice as capable as a level of N-1, where this makes sense. (A 5-Fire, 5-Earth hero can typically defeat two 4-Fire, 5-Earth enemies, or handily defeat a 3-Fire, 5-Earth character in foot race, but cannot necessarily run twice as fast even though speed is governed by Fire.)
Each character also has Powers representing unusual abilities. These cost from 0 to 3 or more points depending on whether they should be considered Frequent, Major (or even "Twice Major", for especially powerful abilities that significantly affect gameplay) and/or Versatile. For instance, a "Cat Familiar," a slightly intelligent cat, is arguably worth 2 points for being Frequent (usually around and often useful) and Versatile (able to scout, carry messages, and fight). A "Winning Smile" that makes the hero likable is worth 0 points because of its trivial effect, while a "Charming Song" that inspires one emotion when played might be useful enough to count as Frequent (1 point). There is no strict rule for deciding what a Power is worth. Each hero can have one 0-point Power for free; additional Powers that would otherwise cost 0 points instead cost 1.
|
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] |
9878_3
|
Magic is also abstract. A hero wanting access to magic, as opposed to a few specific Powers, must design their own magic system. This is done by choosing an Element for its basis, which affects its theme; e.g., Air is associated with speech and intellect and would be suitable for a system of spoken spells gained through study. The new Magic statistic has a 1–10 rating and point cost, and can be no higher than the Element on what it is based. The game's rules suggest listing examples of what the magic system can do at each power level, working these out with the GM. It is suggested that most characters do not need magic and that it is not suitable for new players.
Finally, each hero has personality traits based on the game's Fortune and Vision cards. Players are to choose one or more Vision cards and base a backstory on them, and to have three Fortune cards representing a Virtue, Fault, and Fate (a challenge they will face). These three cards can change to represent new phases in the hero's life. There is a list of suggested Motives for why the hero is adventuring, such as "Adversity" or "Wanderlust", but this feature has no gameplay effect.
Equipment such as weaponry is handled completely abstractly, with no specific rules for item cost, carrying capacity, or combat statistics. However, a particularly powerful piece of equipment—for example, a cloak that renders its wearer invisible for a brief period—may be treated as a Power that the hero must spend their initial element points on.
|
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9878_4
|
The Fortune Deck
To decide what happens, the GM considers the rules of Karma (characters' abilities, tactics, logic), Drama (the needs of the plot), and Fortune, the result of a card drawn from the Fortune Deck. Many of these cards are based on the "Major Arcana" of tarot divination, such as "The Fool" and "Death", but the deck includes original cards such as "Drowning in Armor" and "Law." As with the Tarot deck there is symbolic art and each card has two complementary meanings when upright or reversed (while face up). The meanings are printed on the cards (e.g., "Protective Measures Turn Dangerous" vs. "True Prudence" for "Drowning in Armor") and explained more fully in the game's books. The rules are flexible about how often the GM should consult the Fortune Deck, whether the cards should be shown to players, and how much influence the draw should have—it is entirely acceptable for the GM to never use the deck at all, if she so desires. Though cards sometimes have obvious interpretations for the context in which they are drawn, the rules explain that sometimes they are best read simply as "a positive (or negative) result."
Although the Fortune Deck resembles (and can be used as) a fortune-telling device, Everway treats the Deck only as a storytelling device and an element of the fictional setting. It does not in any way endorse "real" fortune-telling or other supernatural concepts.
|
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9878_5
|
Reception
In the December 1995 edition of Dragon (Issue 224), Rick Swan was surprised by Wizard of the Coast's choice of the very different Everway to enter the role-playing game market: "Everway is so far out of the mainstream, it’s barely recognizable as an RPG. For starters, it has no dice. It has no tables or charts. A deck of cards directs the flow of the game. Monster bashing, treasure hunting, dungeon crawling—bye-bye; Everway is pure narrative." Swan liked the "first class" production values of the components, but found the maps "lifeless". Swan was a big fan of the diceless system, saying, "It makes for a brisk game, and Everway, to its credit, plays at blinding speed." But Swan was concerned by the how the game placed an unreasonable onus on the improvisational skills of both the gamemaster and the players. He concluded by giving the game an average rating of 4 out of 6.
Reviews
Shadis #25 (March, 1996)
Pyramid #17 (Jan./Feb., 1996)
Games # 132 (Vol 20, #2) 1996 April
References
External links
The Everway Company Website
Official Facebook Page
EverWiki
Everweb (large resource collection)
Fantasy role-playing games
Wizards of the Coast games
Jonathan Tweet games
Role-playing games introduced in 1995
Fantasy campaign settings
|
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] |
9883_0
|
Eurocard is a European standard format for printed circuit board (PCB) cards that can be plugged together into a standard chassis which, in turn, can be mounted in a 19-inch rack. The chassis consists of a series of slotted card guides on the top and bottom, into which the cards are slid so they stand on end, like books on a shelf. At the spine of each card is one or more connectors which plug into mating connectors on a backplane that closes the rear of the chassis.
Dimensions
As the cards are assumed to be installed in a vertical orientation, the usual meanings of height and width are transposed: A card might be 233.35 mm "high", but only 20 mm "wide". Height is measured in rack units, "U", with 1 U being . This dimension refers to the subrack in which the card is to be mounted, rather than the card itself.
A single card is 100mm high. Taller cards add a 133.5mm, so that a double height card is 233.35mm high and a triple 366.7mm high
Enclosure heights are multiples of 3U, with the cards always shorter than the enclosure. Two common heights are 3U (a 100 mm card in a subrack) and 6U (a 233.35 mm card in a high subrack). As two 3U cards are shorter than a 6U card (by 33.35 mm), it is possible to install two 3U cards in one slot of a 6U subrack, with a mid-height structure for proper support.
Card widths are specified in horizontal pitch units "HP", with 1 HP being .
Card depths start at and increase in increments. The most common today is , but standard hardware is available for depths of , , , , , and .
|
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] |
9883_1
|
Standards and architecture
The Eurocard mechanical architecture was defined originally under IEC-60297-3. Today, the most widely recognized standards for this mechanical structure are IEEE 1101.1, IEEE 1101.10 (also known commonly as "dot ten") and IEEE 1101.11. IEEE 1101.10 covers the additional mechanical and electromagnetic interference features required for VITA 1.1-1997(R2002), which is the VME64 Extensions standard, as well as PICMG 2.0 (R3.0), which is the CompactPCI specification.
The IEEE 1101.11 standard covers rear plug-in units that are also called rear transition modules or RTMs.
The Eurocard is a mechanical system and does not define the specific connector to be used or the signals that are assigned to connector contacts.
The connector systems that are commonly used with Eurocard architectures include the original DIN 41612 connector that is also standardized as IEC 60603.2. This is the connector that is used for the VMEbus standard, which was IEEE 1014. The connector known as the 5-row DIN, which is used for the VME64 Extensions standard is IEC 61076-4-113. The VME64 Extension architecture defined by VITA 1.1-1997 (R2002).
Another popular computer architecture that utilizes the 6U-160 Eurocard is CompactPCI and CompactPCI Express. These are defined by PICMG 2.0R3 and PICMG Exp0 R1 respectively. Other computer architectures that utilize the Eurocard system are VME eXtensions for Instrumentation (VXI), PCI eXtensions for Instrumentation (PXI), and PXI Express.
A computer architecture that used the 6U-220 Eurocard format was Multibus-II, which was IEEE 1296.
Because the Eurocard system provided for so many modular card sizes and because connector manufacturers have continued to create new connectors that are compatible with this system, it is a popular mechanical standard that is also used for innumerable "one-off" applications.
Conduction-cooled Eurocards are used in military and aerospace applications. They are defined by the IEEE 1101.2-1992 (2001) standard.
|
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] |
9883_2
|
The Eurocard standard is also the basis of the "Eurorack" format for modular electronic music synthesizers, popularized by Doepfer and other manufacturers.
See also
STEbus
VMEbus
Europe Card Bus
Electronics standards
|
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] |
9890_0
|
Electron counting is a formalism used for classifying compounds and for explaining or predicting electronic structure and bonding. Many rules in chemistry rely on electron-counting:
Octet rule is used with Lewis structures for main group elements, especially the lighter ones such as carbon, nitrogen, and oxygen,
18-electron rule in inorganic chemistry and organometallic chemistry of transition metals,
Hückel's rule for the π-electrons of aromatic compounds,
Polyhedral skeletal electron pair theory for cluster compounds, including transition metals and main group elements such as boron including Wade's rules for polyhedral cluster compounds, including transition metals and main group elements and mixtures thereof.
Atoms are called "electron-deficient" when they have too few electrons as compared to their respective rules, or "hypervalent" when they have too many electrons. Since these compounds tend to be more reactive than compounds that obey their rule, electron counting is an important tool for identifying the reactivity of molecules.
Counting rules
Two methods of electron counting are popular and both give the same result.
The neutral counting approach assumes the molecule or fragment being studied consists of purely covalent bonds. It was popularized by Malcolm Green along with the L and X ligand notation. It is usually considered easier especially for low-valent transition metals.
The "ionic counting" approach assumes purely ionic bonds between atoms. One can check one's calculation by employing both approaches.
It is important, though, to be aware that most chemical species exist between the purely covalent and ionic extremes.
|
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] |
9890_1
|
Neutral counting
This method begins with locating the central atom on the periodic table and determining the number of its valence electrons. One counts valence electrons for main group elements differently from transition metals.
E.g. in period 2: B, C, N, O, and F have 3, 4, 5, 6, and 7 valence electrons, respectively.
E.g. in period 4: K, Ca, Sc, Ti, V, Cr, Fe, Ni have 1, 2, 3, 4, 5, 6, 8, 10 valence electrons respectively.
One is added for every halide or other anionic ligand which binds to the central atom through a sigma bond.
Two is added for every lone pair bonding to the metal (e.g. each Lewis base binds with a lone pair). Unsaturated hydrocarbons such as alkenes and alkynes are considered Lewis bases. Similarly Lewis and Bronsted acids (protons) contribute nothing.
One is added for each homoelement bond.
One is added for each negative charge, and one is subtracted for each positive charge.
Ionic counting
This method begins by calculating the number of electrons of the element, assuming an oxidation state
E.g. for a Fe2+ has 6 electrons
S2− has 8 electrons
Two is added for every halide or other anionic ligand which binds to the metal through a sigma bond.
Two is added for every lone pair bonding to the metal (e.g. each phosphine ligand can bind with a lone pair). Similarly Lewis and Bronsted acids (protons) contribute nothing.
For unsaturated ligands such as alkenes, one electron is added for each carbon atom binding to the metal.
Electrons donated by common fragments
"Special cases"
The numbers of electrons "donated" by some ligands depends on the geometry of the metal-ligand ensemble. An example of this complication is the M–NO entity. When this grouping is linear, the NO ligand is considered to be a three-electron ligand. When the M–NO subunit is strongly bent at N, the NO is treated as a pseudohalide and is thus a one electron (in the neutral counting approach). The situation is not very different from the η3 versus the η1 allyl. Another unusual ligand from the electron counting perspective is sulfur dioxide.
|
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] |
9890_2
|
Examples
CH4, for the central C
neutral counting: C contributes 4 electrons, each H radical contributes one each: 4 + 4 × 1 = 8 valence electrons
ionic counting: C4− contributes 8 electrons, each proton contributes 0 each: 8 + 4 × 0 = 8 electrons.
Similar for H:
neutral counting: H contributes 1 electron, the C contributes 1 electron (the other 3 electrons of C are for the other 3 hydrogens in the molecule): 1 + 1 × 1 = 2 valence electrons.
ionic counting: H contributes 0 electrons (H+), C4− contributes 2 electrons (per H), 0 + 1 × 2 = 2 valence electrons
conclusion: Methane follows the octet-rule for carbon, and the duet rule for hydrogen, and hence is expected to be a stable molecule (as we see from daily life)
H2S, for the central S
neutral counting: S contributes 6 electrons, each hydrogen radical contributes one each: 6 + 2 × 1 = 8 valence electrons
ionic counting: S2− contributes 8 electrons, each proton contributes 0: 8 + 2 × 0 = 8 valence electrons
conclusion: with an octet electron count (on sulfur), we can anticipate that H2S would be pseudo-tetrahedral if one considers the two lone pairs.
SCl2, for the central S
neutral counting: S contributes 6 electrons, each chlorine radical contributes one each: 6 + 2 × 1 = 8 valence electrons
ionic counting: S2+ contributes 4 electrons, each chloride anion contributes 2: 4 + 2 × 2 = 8 valence electrons
conclusion: see discussion for H2S above. Both SCl2 and H2S follow the octet rule - the behavior of these molecules is however quite different.
SF6, for the central S
neutral counting: S contributes 6 electrons, each fluorine radical contributes one each: 6 + 6 × 1 = 12 valence electrons
ionic counting: S6+ contributes 0 electrons, each fluoride anion contributes 2: 0 + 6 × 2 = 12 valence electrons
conclusion: ionic counting indicates a molecule lacking lone pairs of electrons, therefore its structure will be octahedral, as predicted by VSEPR. One might conclude that this molecule would be highly reactive - but the opposite is true: SF6 is inert, and it is widely used in industry because of this property.
|
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] |
9890_3
|
TiCl4, for the central Ti
neutral counting: Ti contributes 4 electrons, each chlorine radical contributes one each: 4 + 4 × 1 = 8 valence electrons
ionic counting: Ti4+ contributes 0 electrons, each chloride anion contributes two each: 0 + 4 × 2 = 8 valence electrons
conclusion: Having only 8e (vs. 18 possible), we can anticipate that TiCl4 will be a good Lewis acid. Indeed, it reacts (in some cases violently) with water, alcohols, ethers, amines.
Fe(CO)5
neutral counting: Fe contributes 8 electrons, each CO contributes 2 each: 8 + 2 × 5 = 18 valence electrons
ionic counting: Fe(0) contributes 8 electrons, each CO contributes 2 each: 8 + 2 × 5 = 18 valence electrons
conclusions: this is a special case, where ionic counting is the same as neutral counting, all fragments being neutral. Since this is an 18-electron complex, it is expected to be isolable compound.
Ferrocene, (C5H5)2Fe, for the central Fe:
neutral counting: Fe contributes 8 electrons, the 2 cyclopentadienyl-rings contribute 5 each: 8 + 2 × 5 = 18 electrons
ionic counting: Fe2+ contributes 6 electrons, the two aromatic cyclopentadienyl rings contribute 6 each: 6 + 2 × 6 = 18 valence electrons on iron.
conclusion: Ferrocene is expected to be an isolable compound.
These examples show the methods of electron counting, they are a formalism, and don't have anything to do with real life chemical transformations. Most of the 'fragments' mentioned above do not exist as such; they cannot be kept in a bottle: e.g. the neutral C, the tetra-anionic C, the neutral Ti, and the tetra-cationic Ti are not free species, they are always bound to something, for neutral C, it is commonly found in graphite, charcoal, diamond (sharing electrons with the neighboring carbons), as for Ti which can be found as its metal (where it shares its electrons with neighboring Ti atoms), C4− and Ti4+ 'exist' only with appropriate counterions (with which they probably share electrons). So these formalisms are only used to predict stabilities or properties of compounds!
|
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] |
9890_4
|
See also
d electron count
References
Inorganic chemistry
Chemical bonding
|
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9891_0
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Entropy is a scientific concept as well as a measurable physical property that is most commonly associated with a state of disorder, randomness, or uncertainty. The term and the concept are used in diverse fields, from classical thermodynamics, where it was first recognized, to the microscopic description of nature in statistical physics, and to the principles of information theory. It has found far-ranging applications in chemistry and physics, in biological systems and their relation to life, in cosmology, economics, sociology, weather science, climate change, and information systems including the transmission of information in telecommunication.
The thermodynamic concept was referred to by Scottish scientist and engineer Macquorn Rankine in 1850 with the names thermodynamic function and heat-potential. In 1865, German physicist Rudolf Clausius, one of the leading founders of the field of thermodynamics, defined it as the quotient of an infinitesimal amount of heat to the instantaneous temperature. He initially described it as transformation-content, in German Verwandlungsinhalt, and later coined the term entropy from a Greek word for transformation. Referring to microscopic constitution and structure, in 1862, Clausius interpreted the concept as meaning disgregation.
A consequence of entropy is that certain processes are irreversible or impossible, aside from the requirement of not violating the conservation of energy, the latter being expressed in the first law of thermodynamics. Entropy is central to the second law of thermodynamics, which states that the entropy of isolated systems left to spontaneous evolution cannot decrease with time, as they always arrive at a state of thermodynamic equilibrium, where the entropy is highest.
Austrian physicist Ludwig Boltzmann explained entropy as the measure of the number of possible microscopic arrangements or states of individual atoms and molecules of a system that comply with the macroscopic condition of the system. He thereby introduced the concept of statistical disorder and probability distributions into a new field of thermodynamics, called statistical mechanics, and found the link between the microscopic interactions, which fluctuate about an average configuration, to the macroscopically observable behavior, in form of a simple logarithmic law, with a proportionality constant, the Boltzmann constant, that has become one of the defining universal constants for the modern International System of Units (SI).
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9891_1
|
In 1948, Bell Labs scientist Claude Shannon developed similar statistical concepts of measuring microscopic uncertainty and multiplicity to the problem of random losses of information in telecommunication signals. Upon John von Neumann's suggestion, Shannon named this entity of missing information in analogous manner to its use in statistical mechanics as entropy, and gave birth to the field of information theory. This description has been identified as a universal definition of the concept of entropy.
History
In his 1803 paper, Fundamental Principles of Equilibrium and Movement, the French mathematician Lazare Carnot proposed that in any machine, the accelerations and shocks of the moving parts represent losses of moment of activity; in any natural process there exists an inherent tendency towards the dissipation of useful energy. In 1824, building on that work, Lazare's son, Sadi Carnot, published Reflections on the Motive Power of Fire, which posited that in all heat-engines, whenever "caloric" (what is now known as heat) falls through a temperature difference, work or motive power can be produced from the actions of its fall from a hot to cold body. He used an analogy with how water falls in a water wheel. That was an early insight into the second law of thermodynamics. Carnot based his views of heat partially on the early 18th-century "Newtonian hypothesis" that both heat and light were types of indestructible forms of matter, which are attracted and repelled by other matter, and partially on the contemporary views of Count Rumford, who showed in 1789 that heat could be created by friction, as when cannon bores are machined. Carnot reasoned that if the body of the working substance, such as a body of steam, is returned to its original state at the end of a complete engine cycle, "no change occurs in the condition of the working body".
The first law of thermodynamics, deduced from the heat-friction experiments of James Joule in 1843, expresses the concept of energy, and its conservation in all processes; the first law, however, is unsuitable to separately quantify the effects of friction and dissipation.
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9891_2
|
In the 1850s and 1860s, German physicist Rudolf Clausius objected to the supposition that no change occurs in the working body, and gave that change a mathematical interpretation, by questioning the nature of the inherent loss of usable heat when work is done, e.g., heat produced by friction. He described his observations as a dissipative use of energy, resulting in a transformation-content (Verwandlungsinhalt in German), of a thermodynamic system or working body of chemical species during a change of state. That was in contrast to earlier views, based on the theories of Isaac Newton, that heat was an indestructible particle that had mass. Clausius discovered that the non-usable energy increases as steam proceeds from inlet to exhaust in a steam engine. From the prefix en-, as in 'energy', and from the Greek word τροπή [tropē], which is translated in an established lexicon as turning or change and that he rendered in German as Verwandlung, a word often translated into English as transformation, in 1865 Clausius coined the name of that property as entropy. The word was adopted into the English language in 1868.
Later, scientists such as Ludwig Boltzmann, Josiah Willard Gibbs, and James Clerk Maxwell gave entropy a statistical basis. In 1877, Boltzmann visualized a probabilistic way to measure the entropy of an ensemble of ideal gas particles, in which he defined entropy as proportional to the natural logarithm of the number of microstates such a gas could occupy. The proportionality constant in this definition, called the Boltzmann constant, has become one of the defining universal constants for the modern International System of Units (SI). Henceforth, the essential problem in statistical thermodynamics has been to determine the distribution of a given amount of energy E over N identical systems. Constantin Carathéodory, a Greek mathematician, linked entropy with a mathematical definition of irreversibility, in terms of trajectories and integrability.
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9891_3
|
Etymology
In 1865, Clausius named the concept of "the differential of a quantity which depends on the configuration of the system," entropy () after the Greek word for 'transformation'. He gave "transformational content" () as a synonym, paralleling his "thermal and ergonal content" () as the name of , but preferring the term entropy as a close parallel of the word energy, as he found the concepts nearly "analogous in their physical significance." This term was formed by replacing the root of ('ergon', 'work') by that of ('tropy', 'transformation').
Definitions and descriptions
The concept of entropy is described by two principal approaches, the macroscopic perspective of classical thermodynamics, and the microscopic description central to statistical mechanics. The classical approach defines entropy in terms of macroscopically measurable physical properties, such as bulk mass, volume, pressure, and temperature. The statistical definition of entropy defines it in terms of the statistics of the motions of the microscopic constituents of a system – modeled at first classically, e.g. Newtonian particles constituting a gas, and later quantum-mechanically (photons, phonons, spins, etc.). The two approaches form a consistent, unified view of the same phenomenon as expressed in the second law of thermodynamics, which has found universal applicability to physical processes.
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9891_4
|
State variables and functions of state
Many thermodynamic properties are defined by physical variables that define a state of thermodynamic equilibrium; these are state variables. State variables depend only on the equilibrium condition, not on the path evolution to that state. State variables can be functions of state, also called state functions, in a sense that one state variable is a mathematical function of other state variables. Often, if some properties of a system are determined, they are sufficient to determine the state of the system and thus other properties' values. For example, temperature and pressure of a given quantity of gas determine its state, and thus also its volume via the ideal gas law. A system composed of a pure substance of a single phase at a particular uniform temperature and pressure is determined, and is thus a particular state, and has not only a particular volume but also a specific entropy. The fact that entropy is a function of state makes it useful. In the Carnot cycle, the working fluid returns to the same state that it had at the start of the cycle, hence the change or line integral of any state function, such as entropy, over this reversible cycle is zero.
Reversible process
Total entropy may be conserved during a reversible process. The entropy change of the system (not including the surroundings) is well-defined as heat transferred to the system divided by the system temperature , . A reversible process is a quasistatic one that deviates only infinitesimally from thermodynamic equilibrium and avoids friction or other dissipation. Any process that happens quickly enough to deviate from thermal equilibrium cannot be reversible, total entropy increases, and the potential for maximum work to be done in the process is also lost. For example, in the Carnot cycle, while the heat flow from the hot reservoir to the cold reservoir represents an increase in entropy, the work output, if reversibly and perfectly stored in some energy storage mechanism, represents a decrease in entropy that could be used to operate the heat engine in reverse and return to the previous state; thus the total entropy change may still be zero at all times if the entire process is reversible. An irreversible process increases the total entropy of system and surroundings.
|
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9891_5
|
Carnot cycle
The concept of entropy arose from Rudolf Clausius's study of the Carnot cycle. In a Carnot cycle, heat is absorbed isothermally at temperature from a 'hot' reservoir and given up isothermally as heat to a 'cold' reservoir at . According to Carnot's principle, work can only be produced by the system when there is a temperature difference, and the work should be some function of the difference in temperature and the heat absorbed (). Carnot did not distinguish between and , since he was using the incorrect hypothesis that caloric theory was valid, and hence heat was conserved (the incorrect assumption that and were equal in magnitude) when, in fact, is greater than the magnitude of . Through the efforts of Clausius and Kelvin, it is now known that the maximum work that a heat engine can produce is the product of the Carnot efficiency and the heat absorbed from the hot reservoir:
To derive the Carnot efficiency, which is (a number less than one), Kelvin had to evaluate the ratio of the work output to the heat absorbed during the isothermal expansion with the help of the Carnot–Clapeyron equation, which contained an unknown function called the Carnot function. The possibility that the Carnot function could be the temperature as measured from a zero point of temperature was suggested by Joule in a letter to Kelvin. This allowed Kelvin to establish his absolute temperature scale. It is also known that the net work produced by the system in one cycle is the net heat absorbed, which is the sum (or difference of the magnitudes) of the heat > 0 absorbed from the hot reservoir and the waste heat < 0 given off to the cold reservoir:
Since the latter is valid over the entire cycle, this gave Clausius the hint that at each stage of the cycle, work and heat would not be equal, but rather their difference would be the change of a state function that would vanish upon completion of the cycle. The state function was called the internal energy central to the first law of thermodynamics.
Now equating () and () gives
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] |
9891_6
|
Now equating () and () gives
This implies that there is a function of state whose change is and that is conserved over a complete cycle of the Carnot cycle. Clausius called this state function entropy. One can see that entropy was discovered through mathematics rather than through laboratory results. It is a mathematical construct and has no easy physical analogy. This makes the concept somewhat obscure or abstract, akin to how the concept of energy arose.
Clausius then asked what would happen if there should be less work produced by the system than that predicted by Carnot's principle. The right-hand side of the first equation would be the upper bound of the work output by the system, which would now be converted into an inequality
When the second equation is used to express the work as a net or total heat exchanged in a cycle, we get
or
So more heat is given up to the cold reservoir than in the Carnot cycle. If we denote the entropy changes by for the two stages of the process, then the above inequality can be written as a decrease in the entropy
or
The magnitude of the entropy that leaves the system is greater than the entropy that enters the system, implying that some irreversible process prevents the cycle from producing the maximum amount of work predicted by the Carnot equation.
The Carnot cycle and efficiency are useful because they define the upper bound of the possible work output and the efficiency of any classical thermodynamic heat engine. Other cycles, such as the Otto cycle, Diesel cycle and Brayton cycle, can be analyzed from the standpoint of the Carnot cycle. Any machine or cyclic process that converts heat to work and is claimed to produce an efficiency greater than the Carnot efficiency is not viable because it violates the second law of thermodynamics. For very small numbers of particles in the system, statistical thermodynamics must be used. The efficiency of devices such as photovoltaic cells requires an analysis from the standpoint of quantum mechanics.
Classical thermodynamics
|
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] |
9891_7
|
Classical thermodynamics
The thermodynamic definition of entropy was developed in the early 1850s by Rudolf Clausius and essentially describes how to measure the entropy of an isolated system in thermodynamic equilibrium with its parts. Clausius created the term entropy as an extensive thermodynamic variable that was shown to be useful in characterizing the Carnot cycle. Heat transfer along the isotherm steps of the Carnot cycle was found to be proportional to the temperature of a system (known as its absolute temperature). This relationship was expressed in increments of entropy equal to the ratio of incremental heat transfer divided by temperature, which was found to vary in the thermodynamic cycle but eventually return to the same value at the end of every cycle. Thus it was found to be a function of state, specifically a thermodynamic state of the system.
While Clausius based his definition on a reversible process, there are also irreversible processes that change entropy. Following the second law of thermodynamics, entropy of an isolated system always increases for irreversible processes. The difference between an isolated system and closed system is that energy may not flow to and from an isolated system, but energy flow to and from a closed system is possible. Nevertheless, for both closed and isolated systems, and indeed, also in open systems, irreversible thermodynamics processes may occur.
According to the Clausius equality, for a reversible cyclic process: .
This means the line integral is path-independent.
So we can define a state function called entropy, which satisfies .
To find the entropy difference between any two states of a system, the integral must be evaluated for some reversible path between the initial and final states. Since entropy is a state function, the entropy change of the system for an irreversible path is the same as for a reversible path between the same two states. However, the heat transferred to or from, and the entropy change of, the surroundings is different.
We can only obtain the change of entropy by integrating the above formula. To obtain the absolute value of the entropy, we need the third law of thermodynamics, which states that S = 0 at absolute zero for perfect crystals.
|
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9891_8
|
From a macroscopic perspective, in classical thermodynamics the entropy is interpreted as a state function of a thermodynamic system: that is, a property depending only on the current state of the system, independent of how that state came to be achieved. In any process where the system gives up energy ΔE, and its entropy falls by ΔS, a quantity at least TR ΔS of that energy must be given up to the system's surroundings as heat (TR is the temperature of the system's external surroundings). Otherwise the process cannot go forward. In classical thermodynamics, the entropy of a system is defined only if it is in physical thermodynamic equilibrium (but chemical equilibrium is not required: the entropy of a mixture of two moles of hydrogen and one mole of oxygen at 1 bar pressure and 298 K is well-defined).
Statistical mechanics
The statistical definition was developed by Ludwig Boltzmann in the 1870s by analyzing the statistical behavior of the microscopic components of the system. Boltzmann showed that this definition of entropy was equivalent to the thermodynamic entropy to within a constant factor—known as Boltzmann's constant. In summary, the thermodynamic definition of entropy provides the experimental definition of entropy, while the statistical definition of entropy extends the concept, providing an explanation and a deeper understanding of its nature.
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9891_9
|
The interpretation of entropy in statistical mechanics is the measure of uncertainty, disorder, or mixedupness in the phrase of Gibbs, which remains about a system after its observable macroscopic properties, such as temperature, pressure and volume, have been taken into account. For a given set of macroscopic variables, the entropy measures the degree to which the probability of the system is spread out over different possible microstates. In contrast to the macrostate, which characterizes plainly observable average quantities, a microstate specifies all molecular details about the system including the position and velocity of every molecule. The more such states are available to the system with appreciable probability, the greater the entropy. In statistical mechanics, entropy is a measure of the number of ways a system can be arranged, often taken to be a measure of "disorder" (the higher the entropy, the higher the disorder). This definition describes the entropy as being proportional to the natural logarithm of the number of possible microscopic configurations of the individual atoms and molecules of the system (microstates) that could cause the observed macroscopic state (macrostate) of the system. The constant of proportionality is the Boltzmann constant.
Boltzmann's constant, and therefore entropy, have dimensions of energy divided by temperature, which has a unit of joules per kelvin (J⋅K−1) in the International System of Units (or kg⋅m2⋅s−2⋅K−1 in terms of base units). The entropy of a substance is usually given as an intensive propertyeither entropy per unit mass (SI unit: J⋅K−1⋅kg−1) or entropy per unit amount of substance (SI unit: J⋅K−1⋅mol−1).
Specifically, entropy is a logarithmic measure of the number of system states with significant probability of being occupied:
( is the probability that the system is in th state, usually given by the Boltzmann distribution; if states are defined in a continuous manner, the summation is replaced by an integral over all possible states) or, equivalently, the expected value of the logarithm of the probability that a microstate is occupied
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9891_10
|
where kB is the Boltzmann constant, equal to .
The summation is over all the possible microstates of the system, and pi is the probability that the system is in the i-th microstate. This definition assumes that the basis set of states has been picked so that there is no information on their relative phases. In a different basis set, the more general expression is
where is the density matrix, is trace and is the matrix logarithm. This density matrix formulation is not needed in cases of thermal equilibrium so long as the basis states are chosen to be energy eigenstates. For most practical purposes, this can be taken as the fundamental definition of entropy since all other formulas for S can be mathematically derived from it, but not vice versa.
In what has been called the fundamental assumption of statistical thermodynamics or the fundamental postulate in statistical mechanics, among system microstates of the same energy (degenerate microstates) each microstate is assumed to be populated with equal probability; this assumption is usually justified for an isolated system in equilibrium. Then for an isolated system pi = 1/Ω, where Ω is the number of microstates whose energy equals the system's energy, and the previous equation reduces to
In thermodynamics, such a system is one in which the volume, number of molecules, and internal energy are fixed (the microcanonical ensemble).
For a given thermodynamic system, the excess entropy is defined as the entropy minus that of an ideal gas at the same density and temperature, a quantity that is always negative because an ideal gas is maximally disordered. This concept plays an important role in liquid-state theory. For instance, Rosenfeld's excess-entropy scaling principle states that reduced transport coefficients throughout the two-dimensional phase diagram are functions uniquely determined by the excess entropy.
The most general interpretation of entropy is as a measure of the extent of uncertainty about a system. The equilibrium state of a system maximizes the entropy because it does not reflect all information about the initial conditions, except for the conserved variables. This uncertainty is not of the everyday subjective kind, but rather the uncertainty inherent to the experimental method and interpretative model.
|
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9891_11
|
The interpretative model has a central role in determining entropy. The qualifier "for a given set of macroscopic variables" above has deep implications: if two observers use different sets of macroscopic variables, they see different entropies. For example, if observer A uses the variables U, V and W, and observer B uses U, V, W, X, then, by changing X, observer B can cause an effect that looks like a violation of the second law of thermodynamics to observer A. In other words: the set of macroscopic variables one chooses must include everything that may change in the experiment, otherwise one might see decreasing entropy.
Entropy can be defined for any Markov processes with reversible dynamics and the detailed balance property.
In Boltzmann's 1896 Lectures on Gas Theory, he showed that this expression gives a measure of entropy for systems of atoms and molecules in the gas phase, thus providing a measure for the entropy of classical thermodynamics.
Entropy of a system
Entropy arises directly from the Carnot cycle. It can also be described as the reversible heat divided by temperature. Entropy is a fundamental function of state.
In a thermodynamic system, pressure and temperature tend to become uniform over time because the equilibrium state has higher probability (more possible combinations of microstates) than any other state.
As an example, for a glass of ice water in air at room temperature, the difference in temperature between the warm room (the surroundings) and the cold glass of ice and water (the system and not part of the room) decreases as portions of the thermal energy from the warm surroundings spread to the cooler system of ice and water. Over time the temperature of the glass and its contents and the temperature of the room become equal. In other words, the entropy of the room has decreased as some of its energy has been dispersed to the ice and water, of which the entropy has increased.
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9891_12
|
However, as calculated in the example, the entropy of the system of ice and water has increased more than the entropy of the surrounding room has decreased. In an isolated system such as the room and ice water taken together, the dispersal of energy from warmer to cooler always results in a net increase in entropy. Thus, when the "universe" of the room and ice water system has reached a temperature equilibrium, the entropy change from the initial state is at a maximum. The entropy of the thermodynamic system is a measure of how far the equalization has progressed.
Thermodynamic entropy is a non-conserved state function that is of great importance in the sciences of physics and chemistry. Historically, the concept of entropy evolved to explain why some processes (permitted by conservation laws) occur spontaneously while their time reversals (also permitted by conservation laws) do not; systems tend to progress in the direction of increasing entropy. For isolated systems, entropy never decreases. This fact has several important consequences in science: first, it prohibits "perpetual motion" machines; and second, it implies the arrow of entropy has the same direction as the arrow of time. Increases in the total entropy of system and surroundings correspond to irreversible changes, because some energy is expended as waste heat, limiting the amount of work a system can do.
Unlike many other functions of state, entropy cannot be directly observed but must be calculated. Absolute standard molar entropy of a substance can be calculated from the measured temperature dependence of its heat capacity. The molar entropy of ions is obtained as a difference in entropy from a reference state defined as zero entropy. The second law of thermodynamics states that the entropy of an isolated system must increase or remain constant. Therefore, entropy is not a conserved quantity: for example, in an isolated system with non-uniform temperature, heat might irreversibly flow and the temperature become more uniform such that entropy increases. Chemical reactions cause changes in entropy and system entropy, in conjunction with enthalpy, plays an important role in determining in which direction a chemical reaction spontaneously proceeds.
|
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9891_13
|
One dictionary definition of entropy is that it is "a measure of thermal energy per unit temperature that is not available for useful work" in a cyclic process. For instance, a substance at uniform temperature is at maximum entropy and cannot drive a heat engine. A substance at non-uniform temperature is at a lower entropy (than if the heat distribution is allowed to even out) and some of the thermal energy can drive a heat engine.
A special case of entropy increase, the entropy of mixing, occurs when two or more different substances are mixed. If the substances are at the same temperature and pressure, there is no net exchange of heat or work – the entropy change is entirely due to the mixing of the different substances. At a statistical mechanical level, this results due to the change in available volume per particle with mixing.
Equivalence of definitions
Proofs of equivalence between the definition of entropy in statistical mechanics (the Gibbs entropy formula ) and in classical thermodynamics ( together with the fundamental thermodynamic relation) are known for the microcanonical ensemble, the canonical ensemble, the grand canonical ensemble, and the isothermal–isobaric ensemble. These proofs are based on the probability density of microstates of the generalized Boltzmann distribution and the identification of the thermodynamic internal energy as the ensemble average . Thermodynamic relations are then employed to derive the well-known Gibbs entropy formula. However, the equivalence between the Gibbs entropy formula and the thermodynamic definition of entropy is not a fundamental thermodynamic relation but rather a consequence of the form of the generalized Boltzmann distribution.
Furthermore, it has been shown that the definitions of entropy in statistical mechanics is the only entropy that is equivalent to the classical thermodynamics entropy under the following postulates:
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9891_14
|
Second law of thermodynamics
The second law of thermodynamics requires that, in general, the total entropy of any system does not decrease other than by increasing the entropy of some other system. Hence, in a system isolated from its environment, the entropy of that system tends not to decrease. It follows that heat cannot flow from a colder body to a hotter body without the application of work to the colder body. Secondly, it is impossible for any device operating on a cycle to produce net work from a single temperature reservoir; the production of net work requires flow of heat from a hotter reservoir to a colder reservoir, or a single expanding reservoir undergoing adiabatic cooling, which performs adiabatic work. As a result, there is no possibility of a perpetual motion machine. It follows that a reduction in the increase of entropy in a specified process, such as a chemical reaction, means that it is energetically more efficient.
It follows from the second law of thermodynamics that the entropy of a system that is not isolated may decrease. An air conditioner, for example, may cool the air in a room, thus reducing the entropy of the air of that system. The heat expelled from the room (the system), which the air conditioner transports and discharges to the outside air, always makes a bigger contribution to the entropy of the environment than the decrease of the entropy of the air of that system. Thus, the total of entropy of the room plus the entropy of the environment increases, in agreement with the second law of thermodynamics.
In mechanics, the second law in conjunction with the fundamental thermodynamic relation places limits on a system's ability to do useful work. The entropy change of a system at temperature absorbing an infinitesimal amount of heat in a reversible way, is given by . More explicitly, an energy is not available to do useful work, where is the temperature of the coldest accessible reservoir or heat sink external to the system. For further discussion, see Exergy.
Statistical mechanics demonstrates that entropy is governed by probability, thus allowing for a decrease in disorder even in an isolated system. Although this is possible, such an event has a small probability of occurring, making it unlikely.
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9891_15
|
The applicability of a second law of thermodynamics is limited to systems in or sufficiently near equilibrium state, so that they have defined entropy. Some inhomogeneous systems out of thermodynamic equilibrium still satisfy the hypothesis of local thermodynamic equilibrium, so that entropy density is locally defined as an intensive quantity. For such systems, there may apply a principle of maximum time rate of entropy production. It states that such a system may evolve to a steady state that maximizes its time rate of entropy production. This does not mean that such a system is necessarily always in a condition of maximum time rate of entropy production; it means that it may evolve to such a steady state.
Applications
The fundamental thermodynamic relation
The entropy of a system depends on its internal energy and its external parameters, such as its volume. In the thermodynamic limit, this fact leads to an equation relating the change in the internal energy to changes in the entropy and the external parameters. This relation is known as the fundamental thermodynamic relation. If external pressure bears on the volume as the only external parameter, this relation is:
Since both internal energy and entropy are monotonic functions of temperature , implying that the internal energy is fixed when one specifies the entropy and the volume, this relation is valid even if the change from one state of thermal equilibrium to another with infinitesimally larger entropy and volume happens in a non-quasistatic way (so during this change the system may be very far out of thermal equilibrium and then the whole-system entropy, pressure, and temperature may not exist).
The fundamental thermodynamic relation implies many thermodynamic identities that are valid in general, independent of the microscopic details of the system. Important examples are the Maxwell relations and the relations between heat capacities.
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9891_16
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Entropy in chemical thermodynamics
Thermodynamic entropy is central in chemical thermodynamics, enabling changes to be quantified and the outcome of reactions predicted. The second law of thermodynamics states that entropy in an isolated system – the combination of a subsystem under study and its surroundings – increases during all spontaneous chemical and physical processes. The Clausius equation of introduces the measurement of entropy change, . Entropy change describes the direction and quantifies the magnitude of simple changes such as heat transfer between systems – always from hotter to cooler spontaneously.
The thermodynamic entropy therefore has the dimension of energy divided by temperature, and the unit joule per kelvin (J/K) in the International System of Units (SI).
Thermodynamic entropy is an extensive property, meaning that it scales with the size or extent of a system. In many processes it is useful to specify the entropy as an intensive property independent of the size, as a specific entropy characteristic of the type of system studied. Specific entropy may be expressed relative to a unit of mass, typically the kilogram (unit: J⋅kg−1⋅K−1). Alternatively, in chemistry, it is also referred to one mole of substance, in which case it is called the molar entropy with a unit of J⋅mol−1⋅K−1.
Thus, when one mole of substance at about is warmed by its surroundings to , the sum of the incremental values of constitute each element's or compound's standard molar entropy, an indicator of the amount of energy stored by a substance at . Entropy change also measures the mixing of substances as a summation of their relative quantities in the final mixture.
Entropy is equally essential in predicting the extent and direction of complex chemical reactions. For such applications, must be incorporated in an expression that includes both the system and its surroundings, . This expression becomes, via some steps, the Gibbs free energy equation for reactants and products in the system: [the Gibbs free energy change of the system] [the enthalpy change] [the entropy change].
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9891_17
|
World's technological capacity to store and communicate entropic information
A 2011 study in Science (journal) estimated the world's technological capacity to store and communicate optimally compressed information normalized on the most effective compression algorithms available in the year 2007, therefore estimating the entropy of the technologically available sources. The author's estimate that human kind's technological capacity to store information grew from 2.6 (entropically compressed) exabytes in 1986 to 295 (entropically compressed) exabytes in 2007. The world's technological capacity to receive information through one-way broadcast networks was 432 exabytes of (entropically compressed) information in 1986, to 1.9 zettabytes in 2007. The world's effective capacity to exchange information through two-way telecommunication networks was 281 petabytes of (entropically compressed) information in 1986, to 65 (entropically compressed) exabytes in 2007.
Entropy balance equation for open systems
In chemical engineering, the principles of thermodynamics are commonly applied to "open systems", i.e. those in which heat, work, and mass flow across the system boundary. Flows of both heat () and work, i.e. (shaft work) and (pressure-volume work), across the system boundaries, in general cause changes in the entropy of the system. Transfer as heat entails entropy transfer , where is the absolute thermodynamic temperature of the system at the point of the heat flow. If there are mass flows across the system boundaries, they also influence the total entropy of the system. This account, in terms of heat and work, is valid only for cases in which the work and heat transfers are by paths physically distinct from the paths of entry and exit of matter from the system.
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9891_18
|
To derive a generalized entropy balanced equation, we start with the general balance equation for the change in any extensive quantity in a thermodynamic system, a quantity that may be either conserved, such as energy, or non-conserved, such as entropy. The basic generic balance expression states that , i.e. the rate of change of in the system, equals the rate at which enters the system at the boundaries, minus the rate at which leaves the system across the system boundaries, plus the rate at which is generated within the system. For an open thermodynamic system in which heat and work are transferred by paths separate from the paths for transfer of matter, using this generic balance equation, with respect to the rate of change with time of the extensive quantity entropy , the entropy balance equation is:
where
is the net rate of entropy flow due to the flows of mass into and out of the system (where is entropy per unit mass).
is the rate of entropy flow due to the flow of heat across the system boundary.
is the rate of entropy production within the system. This entropy production arises from processes within the system, including chemical reactions, internal matter diffusion, internal heat transfer, and frictional effects such as viscosity occurring within the system from mechanical work transfer to or from the system.
If there are multiple heat flows, the term is replaced by where is the heat flow and is the temperature at the th heat flow port into the system.
Note that the nomenclature "entropy balance" is misleading and often deemed inappropriate because entropy is not a conserved quantity. In other words, the term is never a known quantity but always a derived one based on the expression above. Therefore, the open system version of the second law is more appropriately described as the "entropy generation equation" since it specifies that , with zero for reversible processes or greater than zero for irreversible ones.
Entropy change formulas for simple processes
For certain simple transformations in systems of constant composition, the entropy changes are given by simple formulas.
Isothermal expansion or compression of an ideal gas
For the expansion (or compression) of an ideal gas from an initial volume and pressure to a final volume and pressure at any constant temperature, the change in entropy is given by:
|
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9891_19
|
Here is the amount of gas (in moles) and is the ideal gas constant. These equations also apply for expansion into a finite vacuum or a throttling process, where the temperature, internal energy and enthalpy for an ideal gas remain constant.
Cooling and heating
For pure heating or cooling of any system (gas, liquid or solid) at constant pressure from an initial temperature to a final temperature , the entropy change is
provided that the constant-pressure molar heat capacity (or specific heat) CP is constant and that no phase transition occurs in this temperature interval.
Similarly at constant volume, the entropy change is
where the constant-volume molar heat capacity Cv is constant and there is no phase change.
At low temperatures near absolute zero, heat capacities of solids quickly drop off to near zero, so the assumption of constant heat capacity does not apply.
Since entropy is a state function, the entropy change of any process in which temperature and volume both vary is the same as for a path divided into two steps – heating at constant volume and expansion at constant temperature. For an ideal gas, the total entropy change is
Similarly if the temperature and pressure of an ideal gas both vary,
Phase transitions
Reversible phase transitions occur at constant temperature and pressure. The reversible heat is the enthalpy change for the transition, and the entropy change is the enthalpy change divided by the thermodynamic temperature. For fusion (melting) of a solid to a liquid at the melting point Tm, the entropy of fusion is
Similarly, for vaporization of a liquid to a gas at the boiling point Tb, the entropy of vaporization is
Approaches to understanding entropy
As a fundamental aspect of thermodynamics and physics, several different approaches to entropy beyond that of Clausius and Boltzmann are valid.
Standard textbook definitions
The following is a list of additional definitions of entropy from a collection of textbooks:
a measure of energy dispersal at a specific temperature.
a measure of disorder in the universe or of the availability of the energy in a system to do work.
a measure of a system's thermal energy per unit temperature that is unavailable for doing useful work.
|
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9891_20
|
In Boltzmann's definition, entropy is a measure of the number of possible microscopic states (or microstates) of a system in thermodynamic equilibrium. Consistent with the Boltzmann definition, the second law of thermodynamics needs to be re-worded as such that entropy increases over time, though the underlying principle remains the same.
Order and disorder
Entropy is often loosely associated with the amount of order or disorder, or of chaos, in a thermodynamic system. The traditional qualitative description of entropy is that it refers to changes in the status quo of the system and is a measure of "molecular disorder" and the amount of wasted energy in a dynamical energy transformation from one state or form to another. In this direction, several recent authors have derived exact entropy formulas to account for and measure disorder and order in atomic and molecular assemblies. One of the simpler entropy order/disorder formulas is that derived in 1984 by thermodynamic physicist Peter Landsberg, based on a combination of thermodynamics and information theory arguments. He argues that when constraints operate on a system, such that it is prevented from entering one or more of its possible or permitted states, as contrasted with its forbidden states, the measure of the total amount of "disorder" in the system is given by:
Similarly, the total amount of "order" in the system is given by:
In which CD is the "disorder" capacity of the system, which is the entropy of the parts contained in the permitted ensemble, CI is the "information" capacity of the system, an expression similar to Shannon's channel capacity, and CO is the "order" capacity of the system.
Energy dispersal
The concept of entropy can be described qualitatively as a measure of energy dispersal at a specific temperature. Similar terms have been in use from early in the history of classical thermodynamics, and with the development of statistical thermodynamics and quantum theory, entropy changes have been described in terms of the mixing or "spreading" of the total energy of each constituent of a system over its particular quantized energy levels.
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9891_21
|
Ambiguities in the terms disorder and chaos, which usually have meanings directly opposed to equilibrium, contribute to widespread confusion and hamper comprehension of entropy for most students. As the second law of thermodynamics shows, in an isolated system internal portions at different temperatures tend to adjust to a single uniform temperature and thus produce equilibrium. A recently developed educational approach avoids ambiguous terms and describes such spreading out of energy as dispersal, which leads to loss of the differentials required for work even though the total energy remains constant in accordance with the first law of thermodynamics (compare discussion in next section). Physical chemist Peter Atkins, in his textbook Physical Chemistry, introduces entropy with the statement that "spontaneous changes are always accompanied by a dispersal of energy or matter and often both".
Relating entropy to energy usefulness
Following on from the above, it is possible (in a thermal context) to regard lower entropy as an indicator or measure of the effectiveness or usefulness of a particular quantity of energy. This is because energy supplied at a higher temperature (i.e. with low entropy) tends to be more useful than the same amount of energy available at a lower temperature. Mixing a hot parcel of a fluid with a cold one produces a parcel of intermediate temperature, in which the overall increase in entropy represents a "loss" that can never be replaced.
Thus, the fact that the entropy of the universe is steadily increasing, means that its total energy is becoming less useful: eventually, this leads to the "heat death of the Universe."
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9891_22
|
Entropy and adiabatic accessibility
A definition of entropy based entirely on the relation of adiabatic accessibility between equilibrium states was given by E.H.Lieb and J. Yngvason in 1999. This approach has several predecessors, including the pioneering work of Constantin Carathéodory from 1909 and the monograph by R. Giles. In the setting of Lieb and Yngvason one starts by picking, for a unit amount of the substance under consideration, two reference states and such that the latter is adiabatically accessible from the former but not vice versa. Defining the entropies of the reference states to be 0 and 1 respectively the entropy of a state is defined as the largest number such that is adiabatically accessible from a composite state consisting of an amount in the state and a complementary amount, , in the state . A simple but important result within this setting is that entropy is uniquely determined, apart from a choice of unit and an additive constant for each chemical element, by the following properties: It is monotonic with respect to the relation of adiabatic accessibility, additive on composite systems, and extensive under scaling.
Entropy in quantum mechanics
In quantum statistical mechanics, the concept of entropy was developed by John von Neumann and is generally referred to as "von Neumann entropy",
where ρ is the density matrix and Tr is the trace operator.
This upholds the correspondence principle, because in the classical limit, when the phases between the basis states used for the classical probabilities are purely random, this expression is equivalent to the familiar classical definition of entropy,
i.e. in such a basis the density matrix is diagonal.
Von Neumann established a rigorous mathematical framework for quantum mechanics with his work Mathematische Grundlagen der Quantenmechanik. He provided in this work a theory of measurement, where the usual notion of wave function collapse is described as an irreversible process (the so-called von Neumann or projective measurement). Using this concept, in conjunction with the density matrix he extended the classical concept of entropy into the quantum domain.
Information theory
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9891_23
|
Information theory
When viewed in terms of information theory, the entropy state function is the amount of information in the system that is needed to fully specify the microstate of the system. Entropy is the measure of the amount of missing information before reception. Often called Shannon entropy, it was originally devised by Claude Shannon in 1948 to study the size of information of a transmitted message. The definition of information entropy is expressed in terms of a discrete set of probabilities so that
In the case of transmitted messages, these probabilities were the probabilities that a particular message was actually transmitted, and the entropy of the message system was a measure of the average size of information of a message. For the case of equal probabilities (i.e. each message is equally probable), the Shannon entropy (in bits) is just the number of binary questions needed to determine the content of the message.
Most researchers consider information entropy and thermodynamic entropy directly linked to the same concept, while others argue that they are distinct. Both expressions are mathematically similar. If is the number of microstates that can yield a given macrostate, and each microstate has the same a priori probability, then that probability is . The Shannon entropy (in nats) is:
and if entropy is measured in units of per nat, then the entropy is given by:
which is the Boltzmann entropy formula, where is Boltzmann's constant, which may be interpreted as the thermodynamic entropy per nat. Some authors argue for dropping the word entropy for the function of information theory and using Shannon's other term, "uncertainty", instead.
Measurement
The entropy of a substance can be measured, although in an indirect way. The measurement, known as entropymetry, is done on a closed system (with particle number N and volume V being constants) and uses the definition of temperature in terms of entropy, while limiting energy exchange to heat ().
The resulting relation describes how entropy changes when a small amount of energy is introduced into the system at a certain temperature .
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