{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "7c555cfe9131a67",
   "metadata": {
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "papermill": {
     "duration": 0.005886,
     "end_time": "2024-01-31T17:49:46.304815",
     "exception": false,
     "start_time": "2024-01-31T17:49:46.298929",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Anomaly Frequency\n",
    "\n",
    "This notebook shows how use the class AnomaliesFrequencies in context/common. It is computing to frequency of anomalies in a time window. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "initial_id",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-10-25T12:33:05.705762Z",
     "start_time": "2023-10-25T12:33:05.700706200Z"
    },
    "papermill": {
     "duration": 2.575297,
     "end_time": "2024-01-31T17:49:48.883864",
     "exception": false,
     "start_time": "2024-01-31T17:49:46.308567",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Import to be able to import python package from src\n",
    "import sys\n",
    "sys.path.insert(0, '../../src')\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import ontime as on"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "bb98fe48da2dfbc5",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-10-25T12:33:05.716873700Z",
     "start_time": "2023-10-25T12:33:05.709405600Z"
    },
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "papermill": {
     "duration": 0.006296,
     "end_time": "2024-01-31T17:49:48.891431",
     "exception": false,
     "start_time": "2024-01-31T17:49:48.885135",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "ts = on.generators.random_walk().generate(start=pd.Timestamp('2022-01-01'), end=pd.Timestamp('2022-12-31'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "7d6434a65d7f599c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-10-25T12:33:06.068692300Z",
     "start_time": "2023-10-25T12:33:05.716873700Z"
    },
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "papermill": {
     "duration": 0.20795,
     "end_time": "2024-01-31T17:49:49.100446",
     "exception": false,
     "start_time": "2024-01-31T17:49:48.892496",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# darts time series to pandas series\n",
    "pd_series = ts.pd_series()\n",
    "plot = pd_series.plot()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "f7d22711fb674cf1",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-10-25T12:33:06.554772400Z",
     "start_time": "2023-10-25T12:33:06.074360Z"
    },
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "papermill": {
     "duration": 0.220129,
     "end_time": "2024-01-31T17:49:49.327081",
     "exception": false,
     "start_time": "2024-01-31T17:49:49.106952",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sum = pd_series.rolling(window='10D').sum()\n",
    "sum.plot()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5025638542c13b76",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-10-25T12:33:07.017948600Z",
     "start_time": "2023-10-25T12:33:06.554772400Z"
    },
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "papermill": {
     "duration": 0.205309,
     "end_time": "2024-01-31T17:49:49.534239",
     "exception": false,
     "start_time": "2024-01-31T17:49:49.328930",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "det = on.detectors.quantile(low_quantile=0.1, high_quantile=0.9)\n",
    "det.fit(ts)\n",
    "ts_detect = det.detect(ts)\n",
    "\n",
    "fig, ax = plt.subplots(2, figsize=(6, 4))\n",
    "ts.pd_series().plot(ax=ax[0], label='ts')\n",
    "ts_detect.pd_series().plot(ax=ax[1], label='anomalies')\n",
    "fig.subplots_adjust(hspace=.5)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c651dabda3a3fbff",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-10-25T12:33:07.028332900Z",
     "start_time": "2023-10-25T12:33:07.017948600Z"
    },
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "papermill": {
     "duration": 0.00499,
     "end_time": "2024-01-31T17:49:49.540895",
     "exception": false,
     "start_time": "2024-01-31T17:49:49.535905",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "anomalies_frequencies = on.context.common.AnomalyFrequency(ts_detect)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "619b3f0b4dde4cb6",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2023-10-25T12:34:06.702046600Z",
     "start_time": "2023-10-25T12:34:06.437698300Z"
    },
    "collapsed": false,
    "jupyter": {
     "outputs_hidden": false
    },
    "papermill": {
     "duration": 0.140446,
     "end_time": "2024-01-31T17:49:49.682882",
     "exception": false,
     "start_time": "2024-01-31T17:49:49.542436",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
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       "    function displayChart(vegaEmbed) {\n",
       "      vegaEmbed(outputDiv, spec, embedOpt)\n",
       "        .catch(err => showError(`Javascript Error: ${err.message}<br>This usually means there's a typo in your chart specification. See the javascript console for the full traceback.`));\n",
       "    }\n",
       "\n",
       "    if(typeof define === \"function\" && define.amd) {\n",
       "      requirejs.config({paths});\n",
       "      let deps = [\"vega-embed\"];\n",
       "      require(deps, displayChart, err => showError(`Error loading script: ${err.message}`));\n",
       "    } else {\n",
       "      maybeLoadScript(\"vega\", \"5\")\n",
       "        .then(() => maybeLoadScript(\"vega-lite\", \"5.20.1\"))\n",
       "        .then(() => maybeLoadScript(\"vega-embed\", \"6\"))\n",
       "        .catch(showError)\n",
       "        .then(() => displayChart(vegaEmbed));\n",
       "    }\n",
       "  })({\"$schema\": \"https://vega.github.io/schema/vega/v5.json\", \"data\": [{\"name\": \"source_0\", \"values\": [{\"time\": \"2022-01-01T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-02T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-03T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-04T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-05T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-06T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-07T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-08T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-09T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-10T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 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   "source": [
    "ts_sum = anomalies_frequencies.get_frequency_of_anomaly_in_window(window_size='20D')\n",
    "\n",
    "ts_sum.plot()"
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     "status": "completed"
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   "outputs": [
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       "\n",
       "    function maybeLoadScript(lib, version) {\n",
       "      var key = `${lib.replace(\"-\", \"\")}_version`;\n",
       "      return (VEGA_DEBUG[key] == version) ?\n",
       "        Promise.resolve(paths[lib]) :\n",
       "        new Promise(function(resolve, reject) {\n",
       "          var s = document.createElement('script');\n",
       "          document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
       "          s.async = true;\n",
       "          s.onload = () => {\n",
       "            VEGA_DEBUG[key] = version;\n",
       "            return resolve(paths[lib]);\n",
       "          };\n",
       "          s.onerror = () => reject(`Error loading script: ${paths[lib]}`);\n",
       "          s.src = paths[lib];\n",
       "        });\n",
       "    }\n",
       "\n",
       "    function showError(err) {\n",
       "      outputDiv.innerHTML = `<div class=\"error\" style=\"color:red;\">${err}</div>`;\n",
       "      throw err;\n",
       "    }\n",
       "\n",
       "    function displayChart(vegaEmbed) {\n",
       "      vegaEmbed(outputDiv, spec, embedOpt)\n",
       "        .catch(err => showError(`Javascript Error: ${err.message}<br>This usually means there's a typo in your chart specification. See the javascript console for the full traceback.`));\n",
       "    }\n",
       "\n",
       "    if(typeof define === \"function\" && define.amd) {\n",
       "      requirejs.config({paths});\n",
       "      let deps = [\"vega-embed\"];\n",
       "      require(deps, displayChart, err => showError(`Error loading script: ${err.message}`));\n",
       "    } else {\n",
       "      maybeLoadScript(\"vega\", \"5\")\n",
       "        .then(() => maybeLoadScript(\"vega-lite\", \"5.20.1\"))\n",
       "        .then(() => maybeLoadScript(\"vega-embed\", \"6\"))\n",
       "        .catch(showError)\n",
       "        .then(() => displayChart(vegaEmbed));\n",
       "    }\n",
       "  })({\"$schema\": \"https://vega.github.io/schema/vega/v5.json\", \"data\": [{\"name\": \"source_0\", \"values\": [{\"time\": \"2022-01-01T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-02T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-03T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-04T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-05T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-06T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-07T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-08T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-09T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 0.0}, {\"time\": \"2022-01-10T00:00:00.000\", \"variable\": \"random_walk\", \"value\": 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    "ts_sum = anomalies_frequencies.get_number_of_anomaly_in_window(window_size='20D')\n",
    "\n",
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