src/package/.ipynb_checkpoints/example_AIM_CU-checkpoint.ipynb

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       "'\\nExample on Cumulative Sum (CUSUM)\\n\\n@author: smriti.prathapan\\n'"
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   "source": [
    "\"\"\"\n",
    "Example on Cumulative Sum (CUSUM)\n",
    "\n",
    "@author: smriti.prathapan\n",
    "\"\"\""
   ]
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  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "2a3c98bd",
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   "source": [
    "import os\n",
    "import sys\n",
    "import pandas as pd\n",
    "from cusum import CUSUM"
   ]
  },
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    "# Absolute path to the metric file in CSV format\n",
    "file_csv_metric = None  # Use your own file here, else it will use /config/spec-60-60.csv\n",
    "\n",
    "# Normalized reference value for detecting a unit standard deviation change in mean of the process\n",
    "ref_value = 0.5\n",
    "# Normalized threshold value\n",
    "normalized_threshold = 4\n",
    "# Number of days for in-control phase\n",
    "pre_change_days = 60    # An integer value"
   ]
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   "execution_count": 32,
   "id": "bd01cab4",
   "metadata": {},
   "outputs": [
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     "text": [
      "Change-point with respect to S_lo is: 60\n"
     ]
    }
   ],
   "source": [
    "obj_cusum = CUSUM()\n",
    "obj_cusum.initialize()\n",
    "\n",
    "if file_csv_metric is not None:\n",
    "    # upload CSV file\n",
    "    data_csv_metric = pd.read_csv(file_csv_metric.name)\n",
    "    obj_cusum.set_df_metric_csv(data_csv_metric)\n",
    "else:\n",
    "    # use the example CSV data\n",
    "    obj_cusum.set_df_metric_default()\n",
    "\n",
    "# Set initial days and get in-control mean and standard deviation\n",
    "obj_cusum.set_init_stats(init_days=30)\n",
    "\n",
    "# Detects a change in the process\n",
    "obj_cusum.change_detection(\n",
    "        normalized_ref_value=ref_value,\n",
    "        normalized_threshold=normalized_threshold,\n",
    "    )"
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   "source": [
    "# Average metric for the pre-change and post-change regime\n",
    "obj_cusum.plot_input_metric_plotly()"
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   "cell_type": "code",
   "execution_count": 34,
   "id": "a59e8b44",
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          },
          "hovermode": "closest",
          "mapbox": {
           "style": "light"
          },
          "paper_bgcolor": "white",
          "plot_bgcolor": "#E5ECF6",
          "polar": {
           "angularaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "bgcolor": "#E5ECF6",
           "radialaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
          },
          "scene": {
           "xaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "yaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
            "zerolinecolor": "white"
           },
           "zaxis": {
            "backgroundcolor": "#E5ECF6",
            "gridcolor": "white",
            "gridwidth": 2,
            "linecolor": "white",
            "showbackground": true,
            "ticks": "",
            "zerolinecolor": "white"
           }
          },
          "shapedefaults": {
           "line": {
            "color": "#2a3f5f"
           }
          },
          "ternary": {
           "aaxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "baxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           },
           "bgcolor": "#E5ECF6",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
          },
          "title": {
           "x": 0.05
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          }
         }
        },
        "title": {
         "font": {
          "size": 20,
          "weight": "bold"
         },
         "text": "CUSUM Chart"
        },
        "xaxis": {
         "dtick": 20,
         "title": {
          "font": {
           "size": 18,
           "weight": "bold"
          },
          "text": "Length of Simulation (Days)"
         }
        },
        "yaxis": {
         "title": {
          "font": {
           "size": 18,
           "weight": "bold"
          },
          "text": "CUSUM value"
         }
        }
       }
      },
      "image/png": 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       "                            \n",
       "var gd = document.getElementById('5c64424d-d4ff-4cb3-977a-2e07ff3656d0');\n",
       "var x = new MutationObserver(function (mutations, observer) {{\n",
       "        var display = window.getComputedStyle(gd).display;\n",
       "        if (!display || display === 'none') {{\n",
       "            console.log([gd, 'removed!']);\n",
       "            Plotly.purge(gd);\n",
       "            observer.disconnect();\n",
       "        }}\n",
       "}});\n",
       "\n",
       "// Listen for the removal of the full notebook cells\n",
       "var notebookContainer = gd.closest('#notebook-container');\n",
       "if (notebookContainer) {{\n",
       "    x.observe(notebookContainer, {childList: true});\n",
       "}}\n",
       "\n",
       "// Listen for the clearing of the current output cell\n",
       "var outputEl = gd.closest('.output');\n",
       "if (outputEl) {{\n",
       "    x.observe(outputEl, {childList: true});\n",
       "}}\n",
       "\n",
       "                        })                };                });            </script>        </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# CUSUM Chart\n",
    "obj_cusum.plot_cusum_plotly()"
   ]
  }
 ],
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