6_Markov_processes/markov_processes.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "6cb481e4",
   "metadata": {},
   "source": [
    "### Описание проекта\n",
    "\n",
    "Построение моделей на основе Марковской цепи.\n",
    "\n",
    "**Задание**\n",
    "\n",
    "- скачать текст произведения «Война и мир»: ссылка на [GitHub](https://github.com/netology-code/ds3-spring-2018/tree/master/7.%20Time_series/7.4/war_and_peace) и [Google Drive](https://drive.google.com/drive/u/0/folders/1aM7cNI6Qs7AyeYpQ8lNg7vLsHzIl0JbU);\n",
    "- очистить его, оставив только русские буквы и символы пробела;\n",
    "- построить матрицу переходных вероятностей;\n",
    "- посчитать вероятность встретить строку из четырёх символов, которая начинается на букву «П» и заканчивается на букву «Р»;\n",
    "- используя матрицу переходных вероятностей, сгенерировать слово, начинающееся с буквы «Б» длиной восемь символов;\n",
    "- для временного ряда произвести оценку через Hidden Markov Models;\n",
    "- построить через среднее каждой компоненты наивный прогноз ряда."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "5d4180cc",
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "import os\n",
    "import re\n",
    "import wget\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "%matplotlib inline\n",
    "\n",
    "from hmmlearn.hmm import GaussianHMM\n",
    "from scipy.stats import boxcox\n",
    "\n",
    "np.random.seed(21)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7b50e1ab",
   "metadata": {},
   "outputs": [],
   "source": [
    "RUSSIAN = 'абвгдеёжзийклмнопрстуфхцчшщъыьэюя '\n",
    "POS = {l: i for i, l in enumerate(RUSSIAN)}"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8775aa8a",
   "metadata": {},
   "source": [
    "### Скачивание и подготовка данных"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "52d7eca7",
   "metadata": {
    "scrolled": false
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   "outputs": [
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   ],
   "source": [
    "urls = ['https://drive.google.com/uc?id=1kOVP2UeHtlSGiQ2VT3Wi8t-15x7bCdcR',\n",
    "       'https://drive.google.com/uc?id=1MQC_nOybYGTGNFYYqpTbAk0OUwSv4i4z',\n",
    "       'https://drive.google.com/uc?id=1fOHWOxRDMc3_AIU_6YjwoW417tG6Oo_v',\n",
    "       'https://drive.google.com/uc?id=1CBdGwudgruJTT9h6vo9a-Pei0oXn_1YU']\n",
    "if not os.path.exists('./data'):\n",
    "    os.makedirs('./data')\n",
    "for url in urls:\n",
    "    wget.download(url, './data/')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "5e25466d",
   "metadata": {},
   "outputs": [],
   "source": [
    "dir_list = os.listdir('./data/')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "3080adb0",
   "metadata": {},
   "outputs": [],
   "source": [
    "text = ''\n",
    "for file in dir_list:\n",
    "    with open(f'./data/{file}', 'r') as f:\n",
    "        volume = f.read().lower()\n",
    "    volume = re.sub('[^а-яё\\s]', '', volume)\n",
    "    volume = re.sub('[\\n]', ' ', volume)\n",
    "    volume = re.sub('[\\s]+', ' ', volume)\n",
    "    text += volume"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6b733266",
   "metadata": {},
   "source": [
    "### Матрица переходных вероятностей"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "b178c05c",
   "metadata": {},
   "outputs": [],
   "source": [
    "probabilities = np.zeros((len(RUSSIAN), len(RUSSIAN)))\n",
    "\n",
    "for cp, cn in zip(text[:-1], text[1:]):\n",
    "    probabilities[POS[cp], POS[cn]] += 1\n",
    "    \n",
    "probabilities = (probabilities / probabilities.sum(axis=1)[:, None])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3a772cb",
   "metadata": {},
   "source": [
    "Построим матрицу корреляции."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "9bf49cb2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1400x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df = pd.DataFrame(probabilities, index=(c for c in RUSSIAN), columns=(c for c in RUSSIAN))\n",
    "plt.figure(figsize=(14,8))\n",
    "sns.heatmap(df, cmap='coolwarm')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bcfa69d6",
   "metadata": {},
   "source": [
    "### Посчитать вероятность встретить строку из четырёх символов, которая начинается на букву «П» и заканчивается на букву «Р»"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "81681cf7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Вероятность встретить строку из 4-х символов вида \"п__р\" = 2.7882795041342983e-05\n"
     ]
    }
   ],
   "source": [
    "start = POS['п']\n",
    "end = POS['р']\n",
    "prior = 1. / len(RUSSIAN)\n",
    "final_proba = 0\n",
    "for snd_char in RUSSIAN:\n",
    "    for trd_char in RUSSIAN:\n",
    "        if snd_char != ' ' and trd_char != ' ':\n",
    "            proba = (prior * probabilities[start, POS[snd_char]]\n",
    "                    * probabilities[POS[snd_char], POS[trd_char]]\n",
    "                    * probabilities[POS[trd_char], end] * probabilities[end, POS[' ']])\n",
    "            final_proba += proba\n",
    "print(f'Вероятность встретить строку из 4-х символов вида \"п__р\" = {final_proba}')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a7e32666",
   "metadata": {},
   "source": [
    "### Используя матрицу переходных вероятностей, сгенерировать слово, начинающееся с буквы «Б» длиной восемь символов."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "77e060ed",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Сгенерированное слово: бальейне\n"
     ]
    }
   ],
   "source": [
    "s = []\n",
    "while True:\n",
    "    start = 'б'\n",
    "    if start != \" \":\n",
    "        break\n",
    "\n",
    "s.append(start)\n",
    "length = 7\n",
    "for ind in range(length):\n",
    "    index = POS[s[ind]]\n",
    "    while True:\n",
    "        next_char = np.random.choice(list(RUSSIAN), p=probabilities[index])\n",
    "        if next_char != ' ':\n",
    "            break\n",
    "            \n",
    "    s.append(next_char)\n",
    "\n",
    "print (f'Сгенерированное слово: {\"\".join(s)}')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4800db60",
   "metadata": {},
   "source": [
    "### Для временного ряда произвести оценку через Hidden Markov Models"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9cff60d5",
   "metadata": {},
   "source": [
    "**Подготовка данных**"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "25fcd542",
   "metadata": {},
   "source": [
    "Из прошлого проекта [Introducing_in_time_series](../1_Introducing_in_time_series/introducing_in_time_series.ipynb) возьмём не стационарный временной ряд \"Monthly sales of company\" с трендом и сезонностью."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "b19c32b9",
   "metadata": {},
   "outputs": [],
   "source": [
    "sales_of_company = pd.read_csv('../Data/monthly-sales-of-company-x-jan-6.csv')['Count']"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4528c52e",
   "metadata": {},
   "source": [
    "Повторим действия по приведению временного ряда к стационарному виду из [Introducing_in_time_series](../1_Introducing_in_time_series/introducing_in_time_series.ipynb):\n",
    "- преобразование Бокса-Кокса\n",
    "- дифференцирование\n",
    "- дифференцирование с лагом 12\n",
    "- дифференцирование"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "f9bbdd8e",
   "metadata": {},
   "outputs": [],
   "source": [
    "sales_of_company = boxcox(sales_of_company, 0)\n",
    "sales_of_company = sales_of_company[1:] - sales_of_company[:-1]\n",
    "sales_of_company = sales_of_company[12:] - sales_of_company[:-12]\n",
    "sales_of_company = sales_of_company[1:] - sales_of_company[:-1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "58e817af",
   "metadata": {},
   "outputs": [],
   "source": [
    "values = sales_of_company.reshape(-1,1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "0fccbf07",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1 -36.29589854295975\n",
      "2 -19.919770958306763\n",
      "3 -10.736309403772802\n",
      "4 -7.284986550411668\n",
      "5 1.8043062273112869\n",
      "6 5.085119605354106\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting a model with 79 free scalar parameters with only 63 data points will result in a degenerate solution.\n",
      "Fitting a model with 98 free scalar parameters with only 63 data points will result in a degenerate solution.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "7 7.184359899838656\n",
      "8 13.84658288699385\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting a model with 119 free scalar parameters with only 63 data points will result in a degenerate solution.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "9 0.8641177406816678\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting a model with 142 free scalar parameters with only 63 data points will result in a degenerate solution.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "10 20.03041844643591\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting a model with 167 free scalar parameters with only 63 data points will result in a degenerate solution.\n",
      "Fitting a model with 194 free scalar parameters with only 63 data points will result in a degenerate solution.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "11 26.23133761757586\n",
      "12 14.400280054986915\n",
      "13 28.692453372355228\n"
     ]
    }
   ],
   "source": [
    "for n in range(1, 14):\n",
    "    model = GaussianHMM(n_components=n,\n",
    "                        covariance_type=\"diag\",\n",
    "                        n_iter=1000)\n",
    "    model.fit(values)\n",
    "    print (n, model.score(values))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0d459b3a",
   "metadata": {},
   "source": [
    "**Обучение модели**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "4cb7ed50",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Fitting a model with 167 free scalar parameters with only 63 data points will result in a degenerate solution.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x207588f0e50>]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "model = GaussianHMM(n_components=12,\n",
    "                    covariance_type=\"diag\",\n",
    "                    n_iter=1000)\n",
    "model.fit(values)\n",
    "labels = model.predict(values)\n",
    "means = np.zeros_like(values)\n",
    "for ind in range(model.n_components):\n",
    "    means[labels == ind] = model.means_[ind]\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.plot(values)\n",
    "plt.plot(means, linewidth=3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1afa340",
   "metadata": {},
   "source": [
    "### Построение через среднее каждой компоненты наивный прогноз ряда."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "12fc1247",
   "metadata": {},
   "outputs": [],
   "source": [
    "pred = 15 #число предсказываемых значений\n",
    "cur_value = labels[-1]\n",
    "predictions = []\n",
    "for _ in range(n):\n",
    "    cur_value = np.random.choice(12, p=model.transmat_[cur_value])\n",
    "    predictions.append(model.means_[cur_value])\n",
    "new_series = np.concatenate((values, np.array(predictions)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "0141d4a9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1400x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(14, 8))\n",
    "plt.plot(new_series, label='predict')\n",
    "plt.plot(values, label='real')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}