Python100-ch_text_classification.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "#导入库\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import re"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 预处理"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "#通过pandas读入数据\n",
    "data = pd.read_csv('dataset7classes.csv',encoding='utf-8',header=None)\n",
    "#声列名\n",
    "data.columns=[ 'class_label','text']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 25904 entries, 0 to 25903\n",
      "Data columns (total 2 columns):\n",
      "class_label    25904 non-null object\n",
      "text           25898 non-null object\n",
      "dtypes: object(2)\n",
      "memory usage: 404.8+ KB\n"
     ]
    }
   ],
   "source": [
    "#打印数据信息\n",
    "data.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "False    25898\n",
       "True         6\n",
       "Name: text, dtype: int64"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#查看text是否有空值\n",
    "data['text'].isnull().value_counts() "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "False    25904\n",
       "Name: class_label, dtype: int64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#查看class_label是否有空值\n",
    "data['class_label'].isnull().value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    文本理解、自我理解与自我塑造诠释学文本理解自我理解自我塑造诠释学是一门关于文本理解、自我理解...\n",
       "Name: text, dtype: object"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#使用指定的方法填充null值\n",
    "import numpy as np\n",
    "data['text'].fillna(np.NaN).head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "#series对象中删除\n",
    "data.dropna(inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 25898 entries, 0 to 25903\n",
      "Data columns (total 2 columns):\n",
      "class_label    25898 non-null object\n",
      "text           25898 non-null object\n",
      "dtypes: object(2)\n",
      "memory usage: 607.0+ KB\n"
     ]
    }
   ],
   "source": [
    "#打印信息\n",
    "data.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "#如果正则表达式清洗非中文字符\n",
    "re_data=[]\n",
    "for i in data[\"text\"]:\n",
    "    i_re=''.join(re.findall(r'[\\u4e00-\\u9fa5]', i))\n",
    "    re_data.append(i_re.strip())\n",
    "data[\"text\"]=re_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    0\n",
       "1    0\n",
       "2    0\n",
       "3    0\n",
       "4    0\n",
       "Name: class_label, dtype: int64"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#类别标签数值化\n",
    "from sklearn import preprocessing\n",
    "le = preprocessing.LabelEncoder().fit_transform(data['class_label'])\n",
    "data[\"class_label\"]=le\n",
    "data[\"class_label\"].head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Building prefix dict from the default dictionary ...\n",
      "Loading model from cache C:\\Users\\wo\\AppData\\Local\\Temp\\jieba.cache\n",
      "Loading model cost 1.086 seconds.\n",
      "Prefix dict has been built succesfully.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1000\n",
      "2000\n",
      "3000\n",
      "4000\n",
      "5000\n",
      "6000\n",
      "7000\n",
      "8000\n",
      "9000\n",
      "10000\n",
      "11000\n",
      "12000\n",
      "13000\n",
      "14000\n",
      "15000\n",
      "16000\n",
      "17000\n",
      "18000\n",
      "19000\n",
      "20000\n",
      "21000\n",
      "22000\n",
      "23000\n",
      "24000\n",
      "25000\n"
     ]
    }
   ],
   "source": [
    "#分词\n",
    "import jieba,csv\n",
    "#加载自定义词典\n",
    "jieba.load_userdict('dict_out.csv')\n",
    "#加载停用词表\n",
    "stopkey=[line.strip().decode('utf-8') for line in  open(\"stopwords.dat\",\"rb\").readlines()]\n",
    "list1 =[]\n",
    "list2=[]\n",
    "j=0\n",
    "for i in data[\"text\"]:\n",
    "    j+=1\n",
    "    if j %1000 ==0:\n",
    "        print(j)\n",
    "    try:\n",
    "        jiebas=jieba.cut(i)\n",
    "        jiebas = [w for w in jiebas if w not in stopkey]\n",
    "        fenci_key = \",\".join(jiebas)\n",
    "    except AttributeError:\n",
    "        continue\n",
    "    finally:\n",
    "        list2.append(jiebas)\n",
    "        list1.append(fenci_key.strip())  \n",
    "#将分分词结果写入data\n",
    "data[\"tokens\"]=list1  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style>\n",
       "    .dataframe thead tr:only-child th {\n",
       "        text-align: right;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>class_label</th>\n",
       "      <th>text</th>\n",
       "      <th>tokens</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>文本理解自我理解与自我塑造诠释学文本理解自我理解自我塑造诠释学是一门关于文本理解自我理解和自...</td>\n",
       "      <td>文本,理解,自我,理解,自我,塑造,诠释,文本,理解,自我,理解,自我,塑造,诠释,是一门,...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   class_label                                               text  \\\n",
       "0            0  文本理解自我理解与自我塑造诠释学文本理解自我理解自我塑造诠释学是一门关于文本理解自我理解和自...   \n",
       "\n",
       "                                              tokens  \n",
       "0  文本,理解,自我,理解,自我,塑造,诠释,文本,理解,自我,理解,自我,塑造,诠释,是一门,...  "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data.head(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "Int64Index: 25898 entries, 0 to 25903\n",
      "Data columns (total 3 columns):\n",
      "class_label    25898 non-null int64\n",
      "text           25898 non-null object\n",
      "tokens         25898 non-null object\n",
      "dtypes: int64(1), object(2)\n",
      "memory usage: 809.3+ KB\n"
     ]
    }
   ],
   "source": [
    "data.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "单词总数1980246, 词汇量 78783\n"
     ]
    }
   ],
   "source": [
    "#得到所有的词语\n",
    "all_words=[] \n",
    "for lin,label in zip(data[\"tokens\"],data[\"class_label\"]):\n",
    "    for word in list(lin.split(\",\")):\n",
    "        all_words.append([label,word.strip()])\n",
    "#词语总数\n",
    "sentence_lengths=len(all_words)\n",
    "\n",
    "#得到所有的词语\n",
    "all_words1=[] \n",
    "for i in all_words:\n",
    "    all_words1.append(i[1])  \n",
    "VOCAB=len(set(all_words1))  \n",
    "print(\"单词总数%s, 词汇量 %s\" % (len(all_words), VOCAB))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[[0, '文本'],\n",
       " [0, '理解'],\n",
       " [0, '自我'],\n",
       " [0, '理解'],\n",
       " [0, '自我'],\n",
       " [0, '塑造'],\n",
       " [0, '诠释'],\n",
       " [0, '文本'],\n",
       " [0, '理解'],\n",
       " [0, '自我']]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "all_words[0:10]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style>\n",
       "    .dataframe thead tr:only-child th {\n",
       "        text-align: right;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>key</th>\n",
       "      <th>value</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0</td>\n",
       "      <td>文本</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0</td>\n",
       "      <td>理解</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0</td>\n",
       "      <td>自我</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0</td>\n",
       "      <td>理解</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0</td>\n",
       "      <td>自我</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   key value\n",
       "0    0    文本\n",
       "1    0    理解\n",
       "2    0    自我\n",
       "3    0    理解\n",
       "4    0    自我"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da=pd.DataFrame(all_words, columns=[\"key\",\"value\"])\n",
    "da.head(5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{0: ['文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '诠释',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '诠释',\n",
       "  '是一门',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '学问',\n",
       "  '读者',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '获得了',\n",
       "  '一种',\n",
       "  '新的',\n",
       "  '方式',\n",
       "  '在此',\n",
       "  '意义上',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '诠释',\n",
       "  '学的',\n",
       "  '教化',\n",
       "  '功能',\n",
       "  '亦即',\n",
       "  '实践性',\n",
       "  '体现',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '乃是',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '起点',\n",
       "  '正确理解',\n",
       "  '文本',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '才得以',\n",
       "  '建立在',\n",
       "  '可靠',\n",
       "  '基础之上',\n",
       "  '诠释',\n",
       "  '学的',\n",
       "  '探索',\n",
       "  '是一项',\n",
       "  '包含着',\n",
       "  '理论',\n",
       "  '实践',\n",
       "  '双重',\n",
       "  '这一点',\n",
       "  '凸显',\n",
       "  '诠释',\n",
       "  '学的',\n",
       "  '实践',\n",
       "  '品格',\n",
       "  '理解',\n",
       "  '方法论',\n",
       "  '西方',\n",
       "  '诠释',\n",
       "  '提供',\n",
       "  '系统',\n",
       "  '方法论',\n",
       "  '体系',\n",
       "  '但这',\n",
       "  '今日',\n",
       "  '诠释',\n",
       "  '研究',\n",
       "  '不仅是',\n",
       "  '我们自己',\n",
       "  '传统',\n",
       "  '以及对',\n",
       "  '传统',\n",
       "  '反思',\n",
       "  '包含了',\n",
       "  '异质',\n",
       "  '文化',\n",
       "  '思想',\n",
       "  '资源',\n",
       "  '消化',\n",
       "  '接受',\n",
       "  '提炼出',\n",
       "  '德',\n",
       "  '理念',\n",
       "  '借鉴',\n",
       "  '西方',\n",
       "  '诠释',\n",
       "  '理解',\n",
       "  '方法论',\n",
       "  '思想',\n",
       "  '资源',\n",
       "  '反思',\n",
       "  '梳理',\n",
       "  '我们的',\n",
       "  '诠释',\n",
       "  '经验',\n",
       "  '建构',\n",
       "  '中国',\n",
       "  '诠释',\n",
       "  '历史唯物主义',\n",
       "  '方法论',\n",
       "  '视角',\n",
       "  '学术',\n",
       "  '意义',\n",
       "  '西方',\n",
       "  '学界',\n",
       "  '几种',\n",
       "  '社会',\n",
       "  '批判',\n",
       "  '理论',\n",
       "  '批判',\n",
       "  '入手',\n",
       "  '历史唯物主义',\n",
       "  '社会',\n",
       "  '批判',\n",
       "  '理论',\n",
       "  '方法论',\n",
       "  '文化',\n",
       "  '范式',\n",
       "  '批判',\n",
       "  '切入口',\n",
       "  '建构',\n",
       "  '社会',\n",
       "  '批判',\n",
       "  '理论',\n",
       "  '认识到',\n",
       "  '文化',\n",
       "  '范式',\n",
       "  '中介',\n",
       "  '过的',\n",
       "  '客观现实',\n",
       "  '现实',\n",
       "  '起作用',\n",
       "  '表现',\n",
       "  '出了',\n",
       "  '深刻性',\n",
       "  '但由于',\n",
       "  '追问',\n",
       "  '文化',\n",
       "  '范式',\n",
       "  '来源',\n",
       "  '因而在',\n",
       "  '学理',\n",
       "  '逻辑',\n",
       "  '依然',\n",
       "  '局限性',\n",
       "  '经验主义',\n",
       "  '学术',\n",
       "  '思路',\n",
       "  '只看到',\n",
       "  '经济',\n",
       "  '事实',\n",
       "  '物质',\n",
       "  '形式',\n",
       "  '社会存在',\n",
       "  '形式',\n",
       "  '始终',\n",
       "  '历史唯物主义',\n",
       "  '理论',\n",
       "  '高度',\n",
       "  '相比较',\n",
       "  '历史唯物主义',\n",
       "  '方法论',\n",
       "  '自觉',\n",
       "  '不仅是',\n",
       "  '准确',\n",
       "  '把握',\n",
       "  '马克思主义',\n",
       "  '经典作家',\n",
       "  '学术',\n",
       "  '思路',\n",
       "  '马克思主义',\n",
       "  '理论',\n",
       "  '三大',\n",
       "  '组成部分',\n",
       "  '之间',\n",
       "  '有机联系',\n",
       "  '前提条件',\n",
       "  '建构',\n",
       "  '自己的',\n",
       "  '社会',\n",
       "  '批判',\n",
       "  '理论',\n",
       "  '前提条件',\n",
       "  '马克思',\n",
       "  '政治',\n",
       "  '哲学',\n",
       "  '中的',\n",
       "  '原则',\n",
       "  '社会',\n",
       "  '原则',\n",
       "  '政治',\n",
       "  '哲学',\n",
       "  '物化',\n",
       "  '逻辑',\n",
       "  '私有财产',\n",
       "  '社会',\n",
       "  '原则',\n",
       "  '原则',\n",
       "  '社会',\n",
       "  '原则',\n",
       "  '对立',\n",
       "  '近代',\n",
       "  '政治',\n",
       "  '哲学',\n",
       "  '分野',\n",
       "  '构成了',\n",
       "  '马克思',\n",
       "  '政治',\n",
       "  '哲学',\n",
       "  '思考',\n",
       "  '总',\n",
       "  '背景',\n",
       "  '社会',\n",
       "  '道德',\n",
       "  '政治',\n",
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       "  '迭',\n",
       "  '红楼梦',\n",
       "  '译本',\n",
       "  '霍克',\n",
       "  '斯',\n",
       "  '译本',\n",
       "  '相关',\n",
       "  '实例',\n",
       "  '进行了',\n",
       "  '分析',\n",
       "  '译者',\n",
       "  '译',\n",
       "  '入语',\n",
       "  '中对',\n",
       "  '中医',\n",
       "  '文化',\n",
       "  '信息',\n",
       "  '诠释',\n",
       "  '进行了',\n",
       "  '例证',\n",
       "  '分析',\n",
       "  '解读',\n",
       "  '提出了',\n",
       "  '批判性',\n",
       "  '观点',\n",
       "  '建设性',\n",
       "  '意见',\n",
       "  '中医',\n",
       "  '翻译',\n",
       "  '研究',\n",
       "  '中医',\n",
       "  '文化',\n",
       "  '对外',\n",
       "  '传播',\n",
       "  '翻译',\n",
       "  '挑战',\n",
       "  '批评',\n",
       "  '责任',\n",
       "  '中国文学',\n",
       "  '对外',\n",
       "  '译介',\n",
       "  '语境',\n",
       "  '下的',\n",
       "  '翻译',\n",
       "  '批评',\n",
       "  '翻译',\n",
       "  '批评',\n",
       "  '中国文学',\n",
       "  '译介',\n",
       "  '挑战',\n",
       "  '责任',\n",
       "  '年',\n",
       "  '莫言',\n",
       "  '诺贝尔文学奖',\n",
       "  '媒体',\n",
       "  '学界',\n",
       "  '翻译',\n",
       "  '界',\n",
       "  '围绕',\n",
       "  '翻译',\n",
       "  '重要性',\n",
       "  '翻译',\n",
       "  '中国文学',\n",
       "  '走出去',\n",
       "  '作用',\n",
       "  '影响',\n",
       "  '展开了',\n",
       "  '讨论',\n",
       "  '翻译',\n",
       "  '策略',\n",
       "  '方法',\n",
       "  '译者',\n",
       "  '责任',\n",
       "  '翻译',\n",
       "  '观念',\n",
       "  '等方面',\n",
       "  '提出了',\n",
       "  '质疑',\n",
       "  '中国文学',\n",
       "  '更好地',\n",
       "  '走出去',\n",
       "  '表示出',\n",
       "  '某种程度',\n",
       "  '怀疑',\n",
       "  '担忧',\n",
       "  '中国文学',\n",
       "  '对外',\n",
       "  '译介',\n",
       "  '时代背景',\n",
       "  '翻译',\n",
       "  '无疑',\n",
       "  '正面临',\n",
       "  '新的',\n",
       "  '挑战',\n",
       "  '对此',\n",
       "  '翻译',\n",
       "  '批评',\n",
       "  '不应',\n",
       "  '处于',\n",
       "  '缺席',\n",
       "  '失语',\n",
       "  '状态',\n",
       "  '翻译',\n",
       "  '活动',\n",
       "  '面对',\n",
       "  '质疑',\n",
       "  '挑战',\n",
       "  '迫切需要',\n",
       "  '翻译',\n",
       "  '批评',\n",
       "  '翻译',\n",
       "  '方法',\n",
       "  '翻译',\n",
       "  '标准',\n",
       "  '翻译',\n",
       "  '观念',\n",
       "  '翻译',\n",
       "  '价值',\n",
       "  '涉及',\n",
       "  '翻译',\n",
       "  '根本性',\n",
       "  '重新审视',\n",
       "  '本文',\n",
       "  '翻译',\n",
       "  '现实',\n",
       "  '关注',\n",
       "  '翻译',\n",
       "  '根本问题',\n",
       "  '审视',\n",
       "  '以及对',\n",
       "  '翻译',\n",
       "  '理论',\n",
       "  '建构',\n",
       "  '等方面',\n",
       "  '探讨',\n",
       "  '翻译',\n",
       "  '批评',\n",
       "  '新的',\n",
       "  '历史',\n",
       "  '语境',\n",
       "  '肩负',\n",
       "  '责任',\n",
       "  '力求',\n",
       "  '翻译',\n",
       "  '批评',\n",
       "  '实践',\n",
       "  '理论',\n",
       "  '两方面',\n",
       "  '展现',\n",
       "  '应有',\n",
       "  '价值',\n",
       "  '尊重',\n",
       "  '原著',\n",
       "  '应该是',\n",
       "  '翻译',\n",
       "  '底线',\n",
       "  '作家',\n",
       "  '余华',\n",
       "  '访谈录',\n",
       "  '当代',\n",
       "  '中国文学',\n",
       "  '中国',\n",
       "  '当代文学',\n",
       "  '荷兰文',\n",
       "  '希伯',\n",
       "  '活着',\n",
       "  '细雨',\n",
       "  '呼喊',\n",
       "  '黄昏',\n",
       "  '里',\n",
       "  '短篇小说',\n",
       "  '集',\n",
       "  '翻译',\n",
       "  '华',\n",
       "  '正高',\n",
       "  '方余华',\n",
       "  '你好',\n",
       "  ...]}"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#按类别汇总词词语\n",
    "label_word_dic={}\n",
    "for key,value in zip(da[\"key\"],da[\"value\"]):\n",
    "    if key in label_word_dic.keys():\n",
    "        label_word_dic[key].append(value)\n",
    "    else:\n",
    "        label_word_dic[key]=[value]\n",
    "label_word_dic"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[('理论', 1912),\n",
       " ('社会', 1907),\n",
       " ('发展', 1762),\n",
       " ('政治', 1643),\n",
       " ('共产党', 1579),\n",
       " ('建设', 1543),\n",
       " ('政府', 1541),\n",
       " ('治理', 1454),\n",
       " ('研究', 1437),\n",
       " ('国家', 1407)]"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#按类别统计词频\n",
    "group_word_count={}        \n",
    "for key in label_word_dic.keys():\n",
    "    fdict_word_count={}\n",
    "    for words in label_word_dic[key]:\n",
    "        if words in fdict_word_count.keys():\n",
    "            fdict_word_count[words] +=1\n",
    "        else:\n",
    "            fdict_word_count[words] =1\n",
    "    li=sorted(fdict_word_count.items(), key=lambda d:d[1],reverse=True)\n",
    "    group_word_count[key]=li\n",
    "group_word_count[1][0:10]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2d91ac2c6a0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#通过词云分别打印不同类别的出现频数前10的词汇\n",
    "import numpy as  np\n",
    "import matplotlib.pyplot as plt\n",
    "#词云生成工具\n",
    "from wordcloud import WordCloud\n",
    "#需要对中文进行处理\n",
    "import matplotlib.font_manager as fm\n",
    "fig = plt.figure(figsize=(20, 30))  \n",
    "plt.rcParams['font.sans-serif']=['SimHei']\n",
    "plt.rcParams['axes.unicode_minus']=False\n",
    "for i in range(7):\n",
    "    wc=WordCloud(\n",
    "        background_color=\"white\", #设置背景为白色，默认为黑色\n",
    "        random_state=100,\n",
    "        max_words=10,\n",
    "        font_path='C:/Windows/Fonts/simkai.ttf')   #中文处理，用系统自带的字体\n",
    "    wc.generate(str(label_word_dic[i]))\n",
    "    #为图片设置字体\n",
    "    my_font=fm.FontProperties(fname='C:/Windows/Fonts/simkai.ttf')\n",
    "    plt.subplot(7,2,i+1)\n",
    "    plt.imshow(wc)\n",
    "    plt.title(i, fontsize=20)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 分类"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "#数据划分\n",
    "from sklearn.model_selection import train_test_split \n",
    "#划分训练集和测试集\n",
    "X_train, X_test, y_train, y_test = train_test_split(data[\"tokens\"], data[\"class_label\"], test_size=0.2,random_state=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "from sklearn.linear_model import LogisticRegression\n",
    "#逻辑回归模型进行分类\n",
    "clf = LogisticRegression(C=10.0, solver='newton-cg',multi_class='multinomial', n_jobs=-1)\n",
    "#http://sklearn.apachecn.org/cn/0.19.0/modules/generated/sklearn.linear_model.LogisticRegression.html#sklearn.linear_model.LogisticRegression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "#结果评估\n",
    "from sklearn.metrics import accuracy_score, f1_score, precision_score, recall_score\n",
    "def get_metrics(y_test, y_predicted):\n",
    "    \"\"\"\n",
    "    y_test:真实值\n",
    "    y_predicted：预测值\n",
    "    \"\"\"\n",
    "    #精确度=真阳性/（真阳性+假阳性）\n",
    "    precision = precision_score(y_test, y_predicted, pos_label=None,average='weighted')             \n",
    "    #召回率=真阳性/（真阳性+假阴性）\n",
    "    recall = recall_score(y_test, y_predicted, pos_label=None,average='weighted')   \n",
    "    # F1\n",
    "    f1 = f1_score(y_test, y_predicted, pos_label=None, average='weighted')\n",
    "    #准确率\n",
    "    accuracy = accuracy_score(y_test, y_predicted)\n",
    "    return accuracy, precision, recall, f1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 词袋模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "#声明文本特征提取方法\n",
    "from sklearn.feature_extraction.text import CountVectorizer\n",
    "def cv(data):\n",
    "    #把每一个单词都进行统计，同时计算每个单词出现的次数。默认过滤掉单字符\n",
    "    count_vectorizer = CountVectorizer(token_pattern=r'\\b\\w+\\b') \n",
    "    emb = count_vectorizer.fit_transform(data)\n",
    "    return emb, count_vectorizer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "#文本特征提取\n",
    "X_train_counts,count_vectorizer = cv(X_train)\n",
    "X_test_counts = count_vectorizer.transform(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "accuracy = 0.918919, precision = 0.918914, recall = 0.918919, f1 = 0.918898\n"
     ]
    }
   ],
   "source": [
    "#训练模型\n",
    "clf.fit(X_train_counts, y_train)\n",
    "#模型预测\n",
    "y_predicted_counts = clf.predict(X_test_counts)\n",
    "#模型评估\n",
    "accuracy, precision, recall, f1 = get_metrics(y_test, y_predicted_counts)\n",
    "print(\"accuracy = %.6f, precision = %.6f, recall = %.6f, f1 = %.6f\" % (accuracy, precision, recall, f1))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### TF-IDF"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "#声明文本特征提取方法\n",
    "from sklearn.feature_extraction.text import TfidfVectorizer \n",
    "def tfidf(data):\n",
    "    tfidf_vectorizer = TfidfVectorizer()\n",
    "    train = tfidf_vectorizer.fit_transform(data)\n",
    "    return train, tfidf_vectorizer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "#文本特征提取\n",
    "X_train_tfidf, tfidf_vectorizer = tfidf(X_train)\n",
    "X_test_tfidf = tfidf_vectorizer.transform(X_test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "accuracy = 0.930502, precision = 0.930516, recall = 0.930502, f1 = 0.930494\n"
     ]
    }
   ],
   "source": [
    "#声明模型\n",
    "clf_tfidf = LogisticRegression(C=10.0, solver='newton-cg',multi_class='multinomial', n_jobs=-1)\n",
    "#训练\n",
    "clf_tfidf.fit(X_train_tfidf, y_train)\n",
    "#预测结果\n",
    "y_predicted_tfidf = clf_tfidf.predict(X_test_tfidf)\n",
    "##模型评估\n",
    "accuracy_tfidf, precision_tfidf, recall_tfidf, f1_tfidf = get_metrics(y_test, y_predicted_tfidf)\n",
    "print(\"accuracy = %.6f, precision = %.6f, recall = %.6f, f1 = %.6f\" % (accuracy_tfidf, precision_tfidf, recall_tfidf, f1_tfidf))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### word2vec"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[['文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '诠释',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '诠释',\n",
       "  '是一门',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '学问',\n",
       "  '读者',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '获得了',\n",
       "  '一种',\n",
       "  '新的',\n",
       "  '方式',\n",
       "  '在此',\n",
       "  '意义上',\n",
       "  '自我',\n",
       "  '理解',\n",
       "  '诠释',\n",
       "  '学的',\n",
       "  '教化',\n",
       "  '功能',\n",
       "  '亦即',\n",
       "  '实践性',\n",
       "  '体现',\n",
       "  '文本',\n",
       "  '理解',\n",
       "  '乃是',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '起点',\n",
       "  '正确理解',\n",
       "  '文本',\n",
       "  '自我',\n",
       "  '塑造',\n",
       "  '才得以',\n",
       "  '建立在',\n",
       "  '可靠',\n",
       "  '基础之上',\n",
       "  '诠释',\n",
       "  '学的',\n",
       "  '探索',\n",
       "  '是一项',\n",
       "  '包含着',\n",
       "  '理论',\n",
       "  '实践',\n",
       "  '双重',\n",
       "  '这一点',\n",
       "  '凸显',\n",
       "  '诠释',\n",
       "  '学的',\n",
       "  '实践',\n",
       "  '品格',\n",
       "  '理解',\n",
       "  '方法论',\n",
       "  '西方',\n",
       "  '诠释',\n",
       "  '提供',\n",
       "  '系统',\n",
       "  '方法论',\n",
       "  '体系',\n",
       "  '但这',\n",
       "  '今日',\n",
       "  '诠释',\n",
       "  '研究',\n",
       "  '不仅是',\n",
       "  '我们自己',\n",
       "  '传统',\n",
       "  '以及对',\n",
       "  '传统',\n",
       "  '反思',\n",
       "  '包含了',\n",
       "  '异质',\n",
       "  '文化',\n",
       "  '思想',\n",
       "  '资源',\n",
       "  '消化',\n",
       "  '接受',\n",
       "  '提炼出',\n",
       "  '德',\n",
       "  '理念',\n",
       "  '借鉴',\n",
       "  '西方',\n",
       "  '诠释',\n",
       "  '理解',\n",
       "  '方法论',\n",
       "  '思想',\n",
       "  '资源',\n",
       "  '反思',\n",
       "  '梳理',\n",
       "  '我们的',\n",
       "  '诠释',\n",
       "  '经验',\n",
       "  '建构',\n",
       "  '中国',\n",
       "  '诠释']]"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "list2[0:1]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 自定义训练word2vec"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "D:\\Anaconda3\\lib\\site-packages\\gensim\\utils.py:1197: UserWarning: detected Windows; aliasing chunkize to chunkize_serial\n",
      "  warnings.warn(\"detected Windows; aliasing chunkize to chunkize_serial\")\n",
      "D:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:12: DeprecationWarning: Call to deprecated `iter` (Attribute will be removed in 4.0.0, use self.epochs instead).\n",
      "  if sys.path[0] == '':\n"
     ]
    }
   ],
   "source": [
    "#word2vec\n",
    "from gensim.models import Word2Vec\n",
    "\n",
    "#训练数据\n",
    "sentences = list2\n",
    "#min_count：忽略频率低于改值的词\n",
    "#size：训练的词向量的长度\n",
    "model = Word2Vec(min_count=1,size=5)\n",
    "#构建词汇表\n",
    "model.build_vocab(sentences)\n",
    "#训练\n",
    "model.train(sentences, total_examples=model.corpus_count, epochs=model.iter)\n",
    "\n",
    "#保存模型,binary:以二进制文件保存\n",
    "# model.wv.save_word2vec_format(\"word2vec_model_5.bin\",binary=True)\n",
    "\n",
    "#保存模型\n",
    "model.wv.save_word2vec_format(\"word2vec_model_5.txt\")\n",
    "#获取训练结果中指定词的结果向量"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "D:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:4: DeprecationWarning: Call to deprecated `wv` (Attribute will be removed in 4.0.0, use self instead).\n",
      "  after removing the cwd from sys.path.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "array([ 0.92984498, -6.14548874,  1.67873502, -3.26562953,  2.32924223], dtype=float32)"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import gensim\n",
    "word2vec_path =\"word2vec_model_5.txt\"\n",
    "word2vec = gensim.models.KeyedVectors.load_word2vec_format(word2vec_path)\n",
    "word2vec.wv[\"文本\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### 使用google新闻数据训练的模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 加载模型\n",
    "import gensim\n",
    "word2vec_path =\"GoogleNews-vectors-negative300.bin.gz\"\n",
    "word2vec_google = gensim.models.KeyedVectors.load_word2vec_format(word2vec_path, binary=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "D:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:1: DeprecationWarning: Call to deprecated `wv` (Attribute will be removed in 4.0.0, use self instead).\n",
      "  \"\"\"Entry point for launching an IPython kernel.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "300"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(word2vec_google.wv[\"我们\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "D:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:1: DeprecationWarning: Call to deprecated `wv` (Attribute will be removed in 4.0.0, use self instead).\n",
      "  \"\"\"Entry point for launching an IPython kernel.\n"
     ]
    },
    {
     "ename": "KeyError",
     "evalue": "\"word '文本' not in vocabulary\"",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[1;31mKeyError\u001b[0m                                  Traceback (most recent call last)",
      "\u001b[1;32m<ipython-input-35-8b86181d709b>\u001b[0m in \u001b[0;36m<module>\u001b[1;34m()\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mlen\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mword2vec_google\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mwv\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;34m\"文本\"\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[1;32mD:\\Anaconda3\\lib\\site-packages\\gensim\\models\\keyedvectors.py\u001b[0m in \u001b[0;36m__getitem__\u001b[1;34m(self, entities)\u001b[0m\n\u001b[0;32m    167\u001b[0m         \u001b[1;32mif\u001b[0m \u001b[0misinstance\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mentities\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mstring_types\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    168\u001b[0m             \u001b[1;31m# allow calls like trained_model['office'], as a shorthand for trained_model[['office']]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 169\u001b[1;33m             \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget_vector\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mentities\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m    170\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    171\u001b[0m         \u001b[1;32mreturn\u001b[0m \u001b[0mvstack\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mget_vector\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mentity\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mentity\u001b[0m \u001b[1;32min\u001b[0m \u001b[0mentities\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
      "\u001b[1;32mD:\\Anaconda3\\lib\\site-packages\\gensim\\models\\keyedvectors.py\u001b[0m in \u001b[0;36mget_vector\u001b[1;34m(self, word)\u001b[0m\n\u001b[0;32m    275\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    276\u001b[0m     \u001b[1;32mdef\u001b[0m \u001b[0mget_vector\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mword\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 277\u001b[1;33m         \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mword_vec\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mword\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m    278\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    279\u001b[0m     \u001b[1;32mdef\u001b[0m \u001b[0mwords_closer_than\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mw1\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mw2\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
      "\u001b[1;32mD:\\Anaconda3\\lib\\site-packages\\gensim\\models\\keyedvectors.py\u001b[0m in \u001b[0;36mword_vec\u001b[1;34m(self, word, use_norm)\u001b[0m\n\u001b[0;32m    272\u001b[0m             \u001b[1;32mreturn\u001b[0m \u001b[0mresult\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    273\u001b[0m         \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 274\u001b[1;33m             \u001b[1;32mraise\u001b[0m \u001b[0mKeyError\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\"word '%s' not in vocabulary\"\u001b[0m \u001b[1;33m%\u001b[0m \u001b[0mword\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m    275\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    276\u001b[0m     \u001b[1;32mdef\u001b[0m \u001b[0mget_vector\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mword\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
      "\u001b[1;31mKeyError\u001b[0m: \"word '文本' not in vocabulary\""
     ]
    }
   ],
   "source": [
    "len(word2vec_google.wv[\"文本\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_average_word2vec(tokens_list, vector, k=5):\n",
    "    #判断数据是否为空，如果为null返回1x300的0向量\n",
    "    if len(tokens_list)<1:\n",
    "        return np.zeros(k)\n",
    "    #如果处于没在vector处理为零向量\n",
    "    vectorized = [vector[word] if word in vector else np.zeros(k) for word in tokens_list]\n",
    "    length = len(vectorized)\n",
    "    #按每一个词的列求和\n",
    "    summed = np.sum(vectorized, axis=0)\n",
    "    #求均值\n",
    "    averaged = np.divide(summed, length) \n",
    "    return averaged\n",
    "\n",
    "def get_word2vec_embeddings(vectors, data,k):\n",
    "    embeddings = data['tokens'].apply(lambda x: get_average_word2vec(x, vectors,k))\n",
    "    return list(embeddings)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [],
   "source": [
    "embeddings_demo = get_word2vec_embeddings(word2vec, data,k=5)\n",
    "embeddings_google = get_word2vec_embeddings(word2vec_google, data,k=300)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train_word2vec_demo, X_test_word2vec_demo, y_train_word2vec_demo, y_test_word2vec_demo = train_test_split(embeddings_demo, data[\"class_label\"], test_size=0.2, random_state=1)\n",
    "X_train_word2vec_google, X_test_word2vec_google, y_train_word2vec_google, y_test_word2vec_google = train_test_split(embeddings_google, data[\"class_label\"], test_size=0.2, random_state=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [],
   "source": [
    "clf_wordvec = LogisticRegression(C=10.0, solver='newton-cg',multi_class='multinomial', n_jobs=-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "#训练\n",
    "def train_model(X_train_word2vec, X_test_word2vec, y_train_word2vec, y_test_word2vec):\n",
    "    clf_wordvec.fit(X_train_word2vec, y_train_word2vec)\n",
    "    y_predicted_word2vec = clf_wordvec.predict(X_test_word2vec)\n",
    "    accuracy_word2vec, precision_word2vec, recall_word2vec, f1_word2vec = get_metrics(y_test_word2vec, y_predicted_word2vec)\n",
    "    print(\"accuracy = %.6f, precision = %.6f, recall = %.6f, f1 = %.6f\" % (accuracy_word2vec, precision_word2vec,recall_word2vec, f1_word2vec))\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "accuracy = 0.493436, precision = 0.485207, recall = 0.493436, f1 = 0.485120\n"
     ]
    }
   ],
   "source": [
    "train_model(X_train_word2vec_demo, X_test_word2vec_demo, y_train_word2vec_demo, y_test_word2vec_demo)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "accuracy = 0.721622, precision = 0.724633, recall = 0.721622, f1 = 0.721589\n"
     ]
    }
   ],
   "source": [
    "train_model(X_train_word2vec_google, X_test_word2vec_google, y_train_word2vec_google, y_test_word2vec_google)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### 查看模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "71149\n"
     ]
    }
   ],
   "source": [
    "print(len(clf.coef_[1]))#逻辑回归的参数"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 1.14246416, -0.12087223,  0.47196207, -2.19213545, -1.49956845,\n",
       "        1.8224472 ,  0.37570269])"
      ]
     },
     "execution_count": 44,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "clf.intercept_ #表示bais"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'bottom': [(-0.63010243016598166, '哈维'),\n",
       "  (-0.65067442870554359, '女性'),\n",
       "  (-0.6708772281682529, '剩余价值'),\n",
       "  (-0.69854061996679495, '中国文化'),\n",
       "  (-0.70177147343873247, '传承'),\n",
       "  (-0.71920474371909326, '后殖民主义'),\n",
       "  (-0.72531867629199021, '文学'),\n",
       "  (-0.7363017627957702, '语言'),\n",
       "  (-0.74325045678082124, '生态学'),\n",
       "  (-0.77950027623664453, '军事化')],\n",
       " 'tops': [(1.2005843128301914, '党的建设'),\n",
       "  (1.2290229634680121, '共青团'),\n",
       "  (1.31130395817881, '公共行政'),\n",
       "  (1.3324231407792839, '政党'),\n",
       "  (1.4073845702434002, '苏联'),\n",
       "  (1.4538657310787539, '科学社会主义'),\n",
       "  (1.5366891084547194, '中国共产党'),\n",
       "  (1.6017665164814858, '共产主义'),\n",
       "  (1.840784567600261, '共产党'),\n",
       "  (2.0118219556332964, '共产党宣言')]}"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#获取关键字\n",
    "def get_most_important_features(vectorizer, model, n=5):\n",
    "    index_to_word = {v:k for k,v in vectorizer.vocabulary_.items()}\n",
    "    classes ={}\n",
    "    \n",
    "    for class_index in range(model.coef_.shape[0]):#获取类别数量\n",
    "        word_importances = [(el, index_to_word[i]) for i,el in enumerate(model.coef_[class_index])] #(单词、权值)\n",
    "        sorted_coeff = sorted(word_importances, key = lambda x : x[0], reverse=True) #按照权重值排序\n",
    "        tops = sorted(sorted_coeff[:n], key = lambda x : x[0])\n",
    "        bottom = sorted_coeff[-n:]\n",
    "        classes[class_index] = {\n",
    "            'tops':tops,\n",
    "            'bottom':bottom\n",
    "        }\n",
    "    return classes\n",
    "importance = get_most_important_features(count_vectorizer, clf, 10)\n",
    "importance[1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x2d964704ef0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#图示关键字\n",
    "def plot_important_words(imp_all,name,model):\n",
    "    fig = plt.figure(figsize=(20, 30))  \n",
    "    plt.rcParams['font.sans-serif']=['SimHei']\n",
    "    plt.rcParams['axes.unicode_minus']=False\n",
    "    for i in range(model.coef_.shape[0]):\n",
    "        top_scores = [a[0] for a in importance[i]['tops']] #权重\n",
    "        top_words = [a[1] for a in importance[i]['tops']]  #单词\n",
    "        bottom_scores = [a[0] for a in importance[i]['bottom']] #权重\n",
    "        bottom_words = [a[1] for a in importance[i]['bottom']]  #单词\n",
    "               \n",
    "        y_pos = np.arange(len(top_words))\n",
    "        top_pairs = [(a,b) for a,b in zip(top_words, top_scores)]\n",
    "        top_pairs = sorted(top_pairs, key=lambda x: x[1])    \n",
    "        bottom_pairs = [(a,b) for a,b in zip(bottom_words, bottom_scores)]\n",
    "        bottom_pairs = sorted(bottom_pairs, key=lambda x: x[1], reverse=True)\n",
    "   \n",
    "        top_words = [a[0] for a in top_pairs]\n",
    "        top_scores = [a[1] for a in top_pairs]\n",
    "    \n",
    "        bottom_words = [a[0] for a in bottom_pairs]\n",
    "        bottom_scores = [a[1] for a in bottom_pairs]\n",
    "    \n",
    "    \n",
    "    \n",
    "        plt.subplot(7,2,i*2+1)\n",
    "        plt.barh(y_pos,top_scores, align='center', alpha=0.5,color=\"r\")\n",
    "        plt.title(i, fontsize=20)\n",
    "        plt.yticks(y_pos, top_words, fontsize=14,)\n",
    "        plt.suptitle(name, fontsize=16)\n",
    "        plt.xlabel('Importance', fontsize=20)\n",
    "        \n",
    "    \n",
    "        plt.subplot(7,2,i*2+2)\n",
    "        plt.barh(y_pos,bottom_scores, align='center', alpha=0.5)\n",
    "        plt.title(i, fontsize=20)\n",
    "        plt.yticks(y_pos, bottom_words, fontsize=14)\n",
    "        plt.suptitle('Key words', fontsize=16)\n",
    "        plt.xlabel('Importance', fontsize=20)\n",
    "    \n",
    "    plt.subplots_adjust(left=0.2, bottom=0.2, right=0.8, top=2,hspace=0.2, wspace=0.3)\n",
    "    plt.show()\n",
    "imp_all={}\n",
    "for i in importance:    \n",
    "    top_scores = [a[0] for a in importance[i]['tops']] #权重\n",
    "    top_words = [a[1] for a in importance[i]['tops']]  #单词\n",
    "    bottom_scores = [a[0] for a in importance[i]['bottom']] #权重\n",
    "    bottom_words = [a[1] for a in importance[i]['bottom']]  #单词\n",
    "    imp_all[i] = {\n",
    "            'top_scores': top_scores,\n",
    "            'top_words':top_words,\n",
    "            'bottom_scores':bottom_scores,\n",
    "            'bottom_words':bottom_words\n",
    "        }\n",
    "plot_important_words(imp_all,\"最重要的关键字\",clf)"
   ]
  }
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