{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### George Chao 2015/08/21\n",
"### R Text-Mining"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### 聽完一天多的 R， 手應該會很癢"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### 據說今年沒資料分析，那只好閃電分析一下"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### 那在聽完R爬蟲要幹嘛？ 當然要文字分析一下"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"Loading required package: jiebaRD\n",
"Loading required package: NLP\n",
"Loading required package: RColorBrewer\n",
"\n",
"Attaching package: ‘igraph’\n",
"\n",
"The following objects are masked from ‘package:stats’:\n",
"\n",
" decompose, spectrum\n",
"\n",
"The following object is masked from ‘package:base’:\n",
"\n",
" union\n",
"\n"
]
}
],
"source": [
"options(warn=-1) # 環境設定\n",
"library(jiebaR) # 斷詞利器\n",
"library(tm) # 文字詞彙矩陣運算\n",
"library(slam) # 稀疏矩陣運算\n",
"library(wordcloud) # 文字雲\n",
"library(topicmodels) # 主題模型\n",
"library(igraph) # 主題模型關聯"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [],
"source": [
"# 起手式，結巴建立斷詞器\n",
"mixseg = worker()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"# 常用操作函數化，讀資料檔用\n",
"readSpeaker <- function(file,sep){\n",
" lines <- readLines(file)\n",
" allString <- do.call(paste,as.list(lines))\n",
" sepString <- strsplit(allString,sep,fixed=TRUE)\n",
" return(sepString[[1]])\n",
"}"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### 不知道明天想去那場議程，那來分析明後天議程好了？"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### 網頁上好像有資料，只好爬下來玩一下\n",
"[2015資料科學愛好者年會](http://datasci.tw/speaker.php)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"[speaker.txt](https://github.com/whizzalan/RTextMining/blob/master/lightingTalk/speaker.txt)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"text/html": [
"27"
],
"text/latex": [
"27"
],
"text/markdown": [
"27"
],
"text/plain": [
"[1] 27"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"text/html": [
"'陳昇瑋 Sheng-Wei Chen 年會總召, 中央研究院資訊科學研究所/ 研究員 陳昇瑋博士目前為中央研究院資訊科學研究所研究員，同時是多媒體網路與系統實驗室主持人。他的研究焦點著重在使用者滿意度、多媒體系統、社群計算及計算社會學等領域，在多媒體系統及使用者經驗的量測及管理方面持續有代表性的研究創見。 陳博士堅信資料及資料分析的價值，長期推廣資料科學及其在各領域的應用，除本身研究皆基於資料來解決實際生活中的問題，2014 年開始主辦「台灣資料科學愛好者年會」，期能將對於資料科學的熱情傳達給大眾，一起來探索資料科學的潛力，將資料科學引入每個人的專業領域之中。他十分期待能夠讓資料分析在台灣不再是口號，而是大家手邊隨時可用來解決問題及創造價值的工具。 欲瞭解陳博士的研究及心得分享，請至他的個人網頁一探究竟。 '"
],
"text/latex": [
"'陳昇瑋 Sheng-Wei Chen 年會總召, 中央研究院資訊科學研究所/ 研究員 陳昇瑋博士目前為中央研究院資訊科學研究所研究員，同時是多媒體網路與系統實驗室主持人。他的研究焦點著重在使用者滿意度、多媒體系統、社群計算及計算社會學等領域，在多媒體系統及使用者經驗的量測及管理方面持續有代表性的研究創見。 陳博士堅信資料及資料分析的價值，長期推廣資料科學及其在各領域的應用，除本身研究皆基於資料來解決實際生活中的問題，2014 年開始主辦「台灣資料科學愛好者年會」，期能將對於資料科學的熱情傳達給大眾，一起來探索資料科學的潛力，將資料科學引入每個人的專業領域之中。他十分期待能夠讓資料分析在台灣不再是口號，而是大家手邊隨時可用來解決問題及創造價值的工具。 欲瞭解陳博士的研究及心得分享，請至他的個人網頁一探究竟。 '"
],
"text/markdown": [
"'陳昇瑋 Sheng-Wei Chen 年會總召, 中央研究院資訊科學研究所/ 研究員 陳昇瑋博士目前為中央研究院資訊科學研究所研究員，同時是多媒體網路與系統實驗室主持人。他的研究焦點著重在使用者滿意度、多媒體系統、社群計算及計算社會學等領域，在多媒體系統及使用者經驗的量測及管理方面持續有代表性的研究創見。 陳博士堅信資料及資料分析的價值，長期推廣資料科學及其在各領域的應用，除本身研究皆基於資料來解決實際生活中的問題，2014 年開始主辦「台灣資料科學愛好者年會」，期能將對於資料科學的熱情傳達給大眾，一起來探索資料科學的潛力，將資料科學引入每個人的專業領域之中。他十分期待能夠讓資料分析在台灣不再是口號，而是大家手邊隨時可用來解決問題及創造價值的工具。 欲瞭解陳博士的研究及心得分享，請至他的個人網頁一探究竟。 '"
],
"text/plain": [
"[1] \"陳昇瑋 Sheng-Wei Chen 年會總召, 中央研究院資訊科學研究所/ 研究員 陳昇瑋博士目前為中央研究院資訊科學研究所研究員，同時是多媒體網路與系統實驗室主持人。他的研究焦點著重在使用者滿意度、多媒體系統、社群計算及計算社會學等領域，在多媒體系統及使用者經驗的量測及管理方面持續有代表性的研究創見。 陳博士堅信資料及資料分析的價值，長期推廣資料科學及其在各領域的應用，除本身研究皆基於資料來解決實際生活中的問題，2014 年開始主辦「台灣資料科學愛好者年會」，期能將對於資料科學的熱情傳達給大眾，一起來探索資料科學的潛力，將資料科學引入每個人的專業領域之中。他十分期待能夠讓資料分析在台灣不再是口號，而是大家手邊隨時可用來解決問題及創造價值的工具。 欲瞭解陳博士的研究及心得分享，請至他的個人網頁一探究竟。 \""
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 講者清單\n",
"speakers <- readSpeaker(\"speaker.txt\",sep=\"-----\")\n",
"length(speakers);speakers[1]"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
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"\\begin{enumerate*}\n",
"\\item '陳'\n",
"\\item '昇'\n",
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"\\item '的'\n",
"\\item '專業'\n",
"\\item '領域'\n",
"\\item '之中'\n",
"\\item '他'\n",
"\\item '十分'\n",
"\\item '期待'\n",
"\\item '能夠'\n",
"\\item '讓'\n",
"\\item '資料'\n",
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"\\item '台灣'\n",
"\\item '不再'\n",
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"\\item '可'\n",
"\\item '用來'\n",
"\\item '解決問題'\n",
"\\item '及'\n",
"\\item '創造'\n",
"\\item '價值'\n",
"\\item '的'\n",
"\\item '工具'\n",
"\\item '欲瞭解'\n",
"\\item '陳博士'\n",
"\\item '的'\n",
"\\item '研究'\n",
"\\item '及'\n",
"\\item '心得'\n",
"\\item '分享'\n",
"\\item '請'\n",
"\\item '至'\n",
"\\item '他'\n",
"\\item '的'\n",
"\\item '個人'\n",
"\\item '網頁'\n",
"\\item '一探'\n",
"\\item '究竟'\n",
"\\end{enumerate*}\n"
],
"text/markdown": [
"1. '陳'\n",
"2. '昇'\n",
"3. '瑋'\n",
"4. 'Sheng'\n",
"5. 'Wei'\n",
"6. 'Chen'\n",
"7. '年會'\n",
"8. '總召'\n",
"9. '中央研究院'\n",
"10. '資訊'\n",
"11. '科學'\n",
"12. '研究所'\n",
"13. '研究員'\n",
"14. '陳'\n",
"15. '昇'\n",
"16. '瑋'\n",
"17. '博士'\n",
"18. '目前'\n",
"19. '為'\n",
"20. '中央研究院'\n",
"21. '資訊'\n",
"22. '科學'\n",
"23. '研究所'\n",
"24. '研究員'\n",
"25. '同時'\n",
"26. '是'\n",
"27. '多媒體'\n",
"28. '網路'\n",
"29. '與'\n",
"30. '系統'\n",
"31. '實驗室'\n",
"32. '主持人'\n",
"33. '他'\n",
"34. '的'\n",
"35. '研究'\n",
"36. '焦點'\n",
"37. '著重'\n",
"38. '在'\n",
"39. '使用者'\n",
"40. '滿意度'\n",
"41. '多媒體系統'\n",
"42. '社群'\n",
"43. '計算'\n",
"44. '及'\n",
"45. '計算'\n",
"46. '社會學'\n",
"47. '等'\n",
"48. '領域'\n",
"49. '在'\n",
"50. '多媒體系統'\n",
"51. '及'\n",
"52. '使用者'\n",
"53. '經驗'\n",
"54. '的'\n",
"55. '量'\n",
"56. '測及'\n",
"57. '管理方面'\n",
"58. '持續'\n",
"59. '有'\n",
"60. '代表性'\n",
"61. '的'\n",
"62. '研究'\n",
"63. '創見'\n",
"64. '陳博士'\n",
"65. '堅信'\n",
"66. '資料'\n",
"67. '及'\n",
"68. '資料'\n",
"69. '分析'\n",
"70. '的'\n",
"71. '價值'\n",
"72. '長期'\n",
"73. '推廣'\n",
"74. '資料'\n",
"75. '科學'\n",
"76. '及其'\n",
"77. '在'\n",
"78. '各'\n",
"79. '領域'\n",
"80. '的'\n",
"81. '應用'\n",
"82. '除'\n",
"83. '本身'\n",
"84. '研究'\n",
"85. '皆'\n",
"86. '基於'\n",
"87. '資料'\n",
"88. '來'\n",
"89. '解決'\n",
"90. '實際'\n",
"91. '生活'\n",
"92. '中'\n",
"93. '的'\n",
"94. '問題'\n",
"95. '2014'\n",
"96. '年'\n",
"97. '開始'\n",
"98. '主辦'\n",
"99. '台灣'\n",
"100. '資料'\n",
"101. '科學'\n",
"102. '愛好者'\n",
"103. '年會'\n",
"104. '期能將'\n",
"105. '對於'\n",
"106. '資料'\n",
"107. '科學'\n",
"108. '的'\n",
"109. '熱情'\n",
"110. '傳達'\n",
"111. '給大眾'\n",
"112. '一'\n",
"113. '起來'\n",
"114. '探索'\n",
"115. '資料'\n",
"116. '科學'\n",
"117. '的'\n",
"118. '潛力'\n",
"119. '將'\n",
"120. '資料'\n",
"121. '科學'\n",
"122. '引入'\n",
"123. '每個'\n",
"124. '人'\n",
"125. '的'\n",
"126. '專業'\n",
"127. '領域'\n",
"128. '之中'\n",
"129. '他'\n",
"130. '十分'\n",
"131. '期待'\n",
"132. '能夠'\n",
"133. '讓'\n",
"134. '資料'\n",
"135. '分析'\n",
"136. '在'\n",
"137. '台灣'\n",
"138. '不再'\n",
"139. '是'\n",
"140. '口號'\n",
"141. '而是'\n",
"142. '大家'\n",
"143. '手邊'\n",
"144. '隨時'\n",
"145. '可'\n",
"146. '用來'\n",
"147. '解決問題'\n",
"148. '及'\n",
"149. '創造'\n",
"150. '價值'\n",
"151. '的'\n",
"152. '工具'\n",
"153. '欲瞭解'\n",
"154. '陳博士'\n",
"155. '的'\n",
"156. '研究'\n",
"157. '及'\n",
"158. '心得'\n",
"159. '分享'\n",
"160. '請'\n",
"161. '至'\n",
"162. '他'\n",
"163. '的'\n",
"164. '個人'\n",
"165. '網頁'\n",
"166. '一探'\n",
"167. '究竟'\n",
"\n",
"\n"
],
"text/plain": [
" [1] \"陳\" \"昇\" \"瑋\" \"Sheng\" \"Wei\" \n",
" [6] \"Chen\" \"年會\" \"總召\" \"中央研究院\" \"資訊\" \n",
" [11] \"科學\" \"研究所\" \"研究員\" \"陳\" \"昇\" \n",
" [16] \"瑋\" \"博士\" \"目前\" \"為\" \"中央研究院\"\n",
" [21] \"資訊\" \"科學\" \"研究所\" \"研究員\" \"同時\" \n",
" [26] \"是\" \"多媒體\" \"網路\" \"與\" \"系統\" \n",
" [31] \"實驗室\" \"主持人\" \"他\" \"的\" \"研究\" \n",
" [36] \"焦點\" \"著重\" \"在\" \"使用者\" \"滿意度\" \n",
" [41] \"多媒體系統\" \"社群\" \"計算\" \"及\" \"計算\" \n",
" [46] \"社會學\" \"等\" \"領域\" \"在\" \"多媒體系統\"\n",
" [51] \"及\" \"使用者\" \"經驗\" \"的\" \"量\" \n",
" [56] \"測及\" \"管理方面\" \"持續\" \"有\" \"代表性\" \n",
" [61] \"的\" \"研究\" \"創見\" \"陳博士\" \"堅信\" \n",
" [66] \"資料\" \"及\" \"資料\" \"分析\" \"的\" \n",
" [71] \"價值\" \"長期\" \"推廣\" \"資料\" \"科學\" \n",
" [76] \"及其\" \"在\" \"各\" \"領域\" \"的\" \n",
" [81] \"應用\" \"除\" \"本身\" \"研究\" \"皆\" \n",
" [86] \"基於\" \"資料\" \"來\" \"解決\" \"實際\" \n",
" [91] \"生活\" \"中\" \"的\" \"問題\" \"2014\" \n",
" [96] \"年\" \"開始\" \"主辦\" \"台灣\" \"資料\" \n",
"[101] \"科學\" \"愛好者\" \"年會\" \"期能將\" \"對於\" \n",
"[106] \"資料\" \"科學\" \"的\" \"熱情\" \"傳達\" \n",
"[111] \"給大眾\" \"一\" \"起來\" \"探索\" \"資料\" \n",
"[116] \"科學\" \"的\" \"潛力\" \"將\" \"資料\" \n",
"[121] \"科學\" \"引入\" \"每個\" \"人\" \"的\" \n",
"[126] \"專業\" \"領域\" \"之中\" \"他\" \"十分\" \n",
"[131] \"期待\" \"能夠\" \"讓\" \"資料\" \"分析\" \n",
"[136] \"在\" \"台灣\" \"不再\" \"是\" \"口號\" \n",
"[141] \"而是\" \"大家\" \"手邊\" \"隨時\" \"可\" \n",
"[146] \"用來\" \"解決問題\" \"及\" \"創造\" \"價值\" \n",
"[151] \"的\" \"工具\" \"欲瞭解\" \"陳博士\" \"的\" \n",
"[156] \"研究\" \"及\" \"心得\" \"分享\" \"請\" \n",
"[161] \"至\" \"他\" \"的\" \"個人\" \"網頁\" \n",
"[166] \"一探\" \"究竟\" "
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 第一位講者分的如何？\n",
"first_speaker <- mixseg <= speakers[1]\n",
"first_speaker"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": true,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"# 自幹一下斷詞過濾器(內建用perl的 regular expression 有bug！！！！！！！)\n",
"cutter <- function(msg){\n",
" filter_words = c(\"的\",\"在\",\"與\",\"及\",\"等\",\"是\",\"the\",\"and\",\"in\",\"a\",\"at\",\"he\",\"is\",\"of\",\"He\")\n",
" pattern <- sprintf(\"[^%s]\", paste(filter_words, collapse = \"|^\"))\n",
" filter_seg <- grep(pattern, mixseg <= msg ,value=TRUE)\n",
" return(filter_seg)\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"text/html": [
"'陳 昇 瑋 Sheng Wei Chen 年會 總召 中央研究院 資訊 科學 研究所 研究員 陳 昇 瑋 博士 目前 為 中央研究院 資訊 科學 研究所 研究員 同時 多媒體 網路 系統 實驗室 主持人 他 研究 焦點 著重 使用者 滿意度 多媒體系統 社群 計算 計算 社會學 領域 多媒體系統 使用者 經驗 量 測及 管理方面 持續 有 代表性 研究 創見 陳博士 堅信 資料 資料 分析 價值 長期 推廣 資料 科學 及其 各 領域 應用 除 本身 研究 皆 基於 資料 來 解決 實際 生活 中 問題 2014 年 開始 主辦 台灣 資料 科學 愛好者 年會 期能將 對於 資料 科學 熱情 傳達 給大眾 一 起來 探索 資料 科學 潛力 將 資料 科學 引入 每個 人 專業 領域 之中 他 十分 期待 能夠 讓 資料 分析 台灣 不再 口號 而是 大家 手邊 隨時 可 用來 解決問題 創造 價值 工具 欲瞭解 陳博士 研究 心得 分享 請 至 他 個人 網頁 一探 究竟'"
],
"text/latex": [
"'陳 昇 瑋 Sheng Wei Chen 年會 總召 中央研究院 資訊 科學 研究所 研究員 陳 昇 瑋 博士 目前 為 中央研究院 資訊 科學 研究所 研究員 同時 多媒體 網路 系統 實驗室 主持人 他 研究 焦點 著重 使用者 滿意度 多媒體系統 社群 計算 計算 社會學 領域 多媒體系統 使用者 經驗 量 測及 管理方面 持續 有 代表性 研究 創見 陳博士 堅信 資料 資料 分析 價值 長期 推廣 資料 科學 及其 各 領域 應用 除 本身 研究 皆 基於 資料 來 解決 實際 生活 中 問題 2014 年 開始 主辦 台灣 資料 科學 愛好者 年會 期能將 對於 資料 科學 熱情 傳達 給大眾 一 起來 探索 資料 科學 潛力 將 資料 科學 引入 每個 人 專業 領域 之中 他 十分 期待 能夠 讓 資料 分析 台灣 不再 口號 而是 大家 手邊 隨時 可 用來 解決問題 創造 價值 工具 欲瞭解 陳博士 研究 心得 分享 請 至 他 個人 網頁 一探 究竟'"
],
"text/markdown": [
"'陳 昇 瑋 Sheng Wei Chen 年會 總召 中央研究院 資訊 科學 研究所 研究員 陳 昇 瑋 博士 目前 為 中央研究院 資訊 科學 研究所 研究員 同時 多媒體 網路 系統 實驗室 主持人 他 研究 焦點 著重 使用者 滿意度 多媒體系統 社群 計算 計算 社會學 領域 多媒體系統 使用者 經驗 量 測及 管理方面 持續 有 代表性 研究 創見 陳博士 堅信 資料 資料 分析 價值 長期 推廣 資料 科學 及其 各 領域 應用 除 本身 研究 皆 基於 資料 來 解決 實際 生活 中 問題 2014 年 開始 主辦 台灣 資料 科學 愛好者 年會 期能將 對於 資料 科學 熱情 傳達 給大眾 一 起來 探索 資料 科學 潛力 將 資料 科學 引入 每個 人 專業 領域 之中 他 十分 期待 能夠 讓 資料 分析 台灣 不再 口號 而是 大家 手邊 隨時 可 用來 解決問題 創造 價值 工具 欲瞭解 陳博士 研究 心得 分享 請 至 他 個人 網頁 一探 究竟'"
],
"text/plain": [
"[1] \"陳 昇 瑋 Sheng Wei Chen 年會 總召 中央研究院 資訊 科學 研究所 研究員 陳 昇 瑋 博士 目前 為 中央研究院 資訊 科學 研究所 研究員 同時 多媒體 網路 系統 實驗室 主持人 他 研究 焦點 著重 使用者 滿意度 多媒體系統 社群 計算 計算 社會學 領域 多媒體系統 使用者 經驗 量 測及 管理方面 持續 有 代表性 研究 創見 陳博士 堅信 資料 資料 分析 價值 長期 推廣 資料 科學 及其 各 領域 應用 除 本身 研究 皆 基於 資料 來 解決 實際 生活 中 問題 2014 年 開始 主辦 台灣 資料 科學 愛好者 年會 期能將 對於 資料 科學 熱情 傳達 給大眾 一 起來 探索 資料 科學 潛力 將 資料 科學 引入 每個 人 專業 領域 之中 他 十分 期待 能夠 讓 資料 分析 台灣 不再 口號 而是 大家 手邊 隨時 可 用來 解決問題 創造 價值 工具 欲瞭解 陳博士 研究 心得 分享 請 至 他 個人 網頁 一探 究竟\""
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 再把每篇文章向量化\n",
"segRes = lapply(speakers,cutter)\n",
"tmWordsVec = sapply(segRes,function(ws) paste(ws,collapse = \" \"))\n",
"tmWordsVec[1]"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"data": {
"text/plain": [
"<>\n",
"Non-/sparse entries: 2001/32856\n",
"Sparsity : 94%\n",
"Maximal term length: 14\n",
"Weighting : term frequency (tf)"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 文字探勘基本結構，語料庫 & TDM\n",
"corpus <- Corpus(VectorSource(tmWordsVec))\n",
"tdm = TermDocumentMatrix(corpus,control = list(wordLengths = c(1, Inf)))\n",
"tdm"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\t- 'data'
\n",
"\t- 'research'
\n",
"\t- '中央研究院'
\n",
"\t- '中心'
\n",
"\t- '他'
\n",
"\t- '以及'
\n",
"\t- '分析'
\n",
"\t- '台灣'
\n",
"\t- '國立'
\n",
"\t- '大學'
\n",
"\t- '年'
\n",
"\t- '技術'
\n",
"\t- '擔任'
\n",
"\t- '教授'
\n",
"\t- '於'
\n",
"\t- '曾'
\n",
"\t- '為'
\n",
"\t- '研究'
\n",
"\t- '研究所'
\n",
"\t- '科學'
\n",
"\t- '資料'
\n",
"\t- '資訊'
\n",
"\t- '領域'
\n",
"
\n"
],
"text/latex": [
"\\begin{enumerate*}\n",
"\\item 'data'\n",
"\\item 'research'\n",
"\\item '中央研究院'\n",
"\\item '中心'\n",
"\\item '他'\n",
"\\item '以及'\n",
"\\item '分析'\n",
"\\item '台灣'\n",
"\\item '國立'\n",
"\\item '大學'\n",
"\\item '年'\n",
"\\item '技術'\n",
"\\item '擔任'\n",
"\\item '教授'\n",
"\\item '於'\n",
"\\item '曾'\n",
"\\item '為'\n",
"\\item '研究'\n",
"\\item '研究所'\n",
"\\item '科學'\n",
"\\item '資料'\n",
"\\item '資訊'\n",
"\\item '領域'\n",
"\\end{enumerate*}\n"
],
"text/markdown": [
"1. 'data'\n",
"2. 'research'\n",
"3. '中央研究院'\n",
"4. '中心'\n",
"5. '他'\n",
"6. '以及'\n",
"7. '分析'\n",
"8. '台灣'\n",
"9. '國立'\n",
"10. '大學'\n",
"11. '年'\n",
"12. '技術'\n",
"13. '擔任'\n",
"14. '教授'\n",
"15. '於'\n",
"16. '曾'\n",
"17. '為'\n",
"18. '研究'\n",
"19. '研究所'\n",
"20. '科學'\n",
"21. '資料'\n",
"22. '資訊'\n",
"23. '領域'\n",
"\n",
"\n"
],
"text/plain": [
" [1] \"data\" \"research\" \"中央研究院\" \"中心\" \"他\" \n",
" [6] \"以及\" \"分析\" \"台灣\" \"國立\" \"大學\" \n",
"[11] \"年\" \"技術\" \"擔任\" \"教授\" \"於\" \n",
"[16] \"曾\" \"為\" \"研究\" \"研究所\" \"科學\" \n",
"[21] \"資料\" \"資訊\" \"領域\" "
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 看看一下詞頻分的如何 (因為看到分的不好才弄個過濾器的)\n",
"dtm1 <- DocumentTermMatrix(corpus,\n",
" control = list(\n",
" wordLengths=c(1, Inf), # to allow long words\n",
" removeNumbers = TRUE, \n",
" weighting = weightTf, \n",
" encoding = \"UTF-8\")\n",
" )\n",
"# colnames(dtm1)\n",
"findFreqTerms(dtm1, 10) # 看一下高频词, he沒法filter掉"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": false,
"scrolled": true,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"data": {
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],
"text/plain": [
" Terms\n",
"Docs a aaron acm adjunct age ali also alto american analysis analytics\n",
" 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 1 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 0 0 1 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs angeles ann annals apple apts arbor arcgis architect associate association\n",
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"Docs 三十 三年 上 下 不 不但 不再 不可或缺 不可自拔 不同 不斷 不要 不見 且 世新\n",
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"Docs 世界 並 並且 並依 並在 並於 並獲 中 中國 中央研究院 中心 中正 中研院\n",
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"Docs 中英文 中華民國 中醫藥 主任 主持人 主治醫師 主編 主辦 主題 之 之一 之中\n",
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"Docs 以及 以生 任 任何 任教於 任職 任高管 但 但是 位 作者 使 使用 使用者 來\n",
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"Docs 參加 參與 及其 取得 受 受聘 受邀 口號 可 可以 可惜 台大 台灣 台積電 史丹福\n",
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" 5 0 0 0 1 0 0 1 0 0 3 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 1\n",
" Terms\n",
"Docs 大學畢業 大家 大幅度提高 大廠 太快 奧林匹亞 奮鬥 好友 如 委員 委員會 威達\n",
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" 2 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 0 0 0 0 0 0 0 0 0 0 2\n",
" 5 1 0 0 0 0 0 0 0 0 0 1 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 媒體 字 孫民 學以致用 學士學位 學拿過 學會 學生 學科 學等 學系 學習 學者\n",
" 1 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 1 0 0 0 0 0 0 1 0 0 0 0\n",
" 4 2 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 1 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 學著 學術 學術著作 富 實際 實驗室 審議 寫 將 專利 專家 專案 專業 專長 專題\n",
" 1 0 0 0 0 1 1 0 0 1 0 0 0 1 0 0\n",
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" 3 0 1 0 0 0 0 0 0 0 0 0 0 0 1 0\n",
" 4 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0\n",
" Terms\n",
"Docs 專題研究 對 對於 對貝氏 就學 就讀 屋 層級 屬於 山形 崔殷豪 工作 工具 工業\n",
" 1 0 0 1 0 0 0 0 0 0 0 0 0 1 0\n",
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" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 工程 工程學系 工程師 工程系 巨型 巨量 已 已有 已經 希望 帶來 幕後 平台 年\n",
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" 3 0 0 0 0 0 0 0 0 0 1 0 0 0 0\n",
" 4 0 2 0 0 0 0 1 0 0 0 0 0 0 2\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 1\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 年來 年初 年升 年底 年會 年間 店 延伸 建置 引入 張俊鴻 張毓倫 影像 影響 很\n",
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" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
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" 5 1 0 0 0 0 0 1 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 後 後來 後浪推前浪 後門 從 從事 從仁 微觀 微軟 徵召 心得 心理 心理學\n",
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" 4 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 1 0 0 0 0 0 0 0 1 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 心理學系 心靈 快速 性別 想盡辦法 愛 愛好者 愛玩 感官 感興趣 應 應用 懷中\n",
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" 3 0 0 1 0 0 0 0 0 0 1 0 0 0\n",
" 4 0 0 0 0 0 0 0 0 1 0 0 1 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 成員 成為 成長 或 房地 所 所畢 所長 手邊 打造 技法 技術 技術顧問 把 拼圖\n",
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" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
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" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 1 0 0 0 0 0 0 1 1 0 0\n",
" Terms\n",
"Docs 持續 授獎 授課 探勘 探究 探索 探討 接受 接過 推展 推廣 推理 推薦 提 提供\n",
" 1 1 0 0 0 0 1 0 0 0 0 1 0 0 0 0\n",
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" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
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" 5 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0\n",
" 6 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 提升 撰寫 擅長 擔任 收集 改善 改變 攻城 放空 政大 政府 政治 故事 教\n",
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" 3 1 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
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" 5 0 0 0 1 0 1 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 1 0 0 0 0 0 1 0 0 0 0\n",
" Terms\n",
"Docs 教師資格 教授 教科書 教育 教育部 敦煌 整合 整合性 數十個 數學 數學系 數據\n",
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" 3 0 1 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 1 0 0 0 0 0 1 0 0 0 0\n",
" 5 0 0 0 1 0 1 0 0 0 1 0 4\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 數據分析 數理 數篇 文化 文化整合 新一代 新南威爾士 新聞 新興 方向 方式\n",
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" 4 0 0 0 0 0 0 0 0 0 1 1\n",
" 5 0 0 0 0 0 0 1 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 1 0 0 0\n",
" Terms\n",
"Docs 方法 於 於清華 旅居 昇 明白 昨天 時候 時光 時期 智慧 智慧型 智能 暢銷\n",
" 1 0 0 0 0 2 0 0 0 0 0 0 0 0 0\n",
" 2 0 3 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 2 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 1 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 暢銷書 暨 更 書店 曾 曾任 曾新穆 曾書庭 最低 最佳 最近 會議 會長 月 有\n",
" 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1\n",
" 2 0 0 0 0 0 1 0 0 0 0 0 0 0 1 0\n",
" 3 0 0 0 0 1 0 0 0 0 0 0 0 0 0 2\n",
" 4 0 0 1 0 2 0 0 0 0 0 0 1 0 0 0\n",
" 5 1 0 0 0 1 0 0 0 0 0 0 0 1 0 0\n",
" 6 0 0 0 0 2 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 有所 有效 有限 有限公司 服務 朝向 期刊 期刊論文 期待 期望 期盼 期能將 期許\n",
" 1 0 0 0 0 0 0 0 0 1 0 0 1 0\n",
" 2 0 0 0 0 0 0 1 0 0 0 0 0 0\n",
" 3 1 0 0 0 1 0 0 0 1 0 0 0 0\n",
" 4 0 0 0 0 0 0 0 1 0 0 1 0 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 期間 未 未料 本身 朱 李國鼎 材料 林佑璟 林清 林軒 架構師 柏克萊 校區 栽入\n",
" 1 0 0 0 1 0 0 0 0 0 0 0 0 0 0\n",
" 2 1 0 0 0 0 0 0 0 0 0 0 1 1 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 0 0 0 2 0 0 0 0 0 0 0 0 0\n",
" 5 0 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 栽進 桑 桑珠 業餘時間 榮獲 樂趣 模型 模擬 機制 機器 檢索 欲瞭解 歌 正 正面\n",
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" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1\n",
" 4 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0\n",
" 5 0 1 1 1 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 此 此書 殊榮 每個 每天 比 民意調查 江 江彥 決戰 決策分析 沉 沒有 沛星 泛華\n",
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" 3 0 0 0 0 0 0 0 1 2 0 0 0 0 0 0\n",
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" 5 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 泡 波士頓大學 活躍 流行病學 浪費 浮載 海裡載 涉獵 淘寶 深深感到 清大 清水\n",
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" 4 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 0 0 1 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 清華 清華大學 測及 滿意度 演算 演算法 演講 漫畫 潛力 澳洲 激發 火花 為\n",
" 1 0 0 1 1 0 0 0 0 1 0 0 0 1\n",
" 2 0 1 0 0 0 0 0 0 0 0 0 0 1\n",
" 3 0 0 0 0 0 0 0 0 0 0 1 1 0\n",
" 4 0 0 0 0 0 0 0 1 0 0 0 0 1\n",
" 5 0 0 0 0 0 0 0 0 0 1 0 0 0\n",
" 6 0 0 0 0 0 0 1 0 0 0 0 0 1\n",
" Terms\n",
"Docs 為名 焦點 照護 熱情 熱愛 熱血 熱觀 熱門 爬山 物理學 物聯 特聘 獅 獎 獎助\n",
" 1 0 1 0 1 0 0 0 0 0 0 0 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0\n",
" 3 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0\n",
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" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 獎及 獎項 獨特 獨立 獲 獲得 獲得最佳 獲選 玩 玩遊戲 珠貝 現 現任 現在 現為\n",
" 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
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" 5 0 0 0 0 0 1 0 0 0 0 1 0 1 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 球迷 理 理事 理論 瑋 瑞秋 瑪 生 生是 生活 生物 產品 產學 產業 用 用來 用於\n",
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" 5 0 0 1 0 0 0 1 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 田 畢業 異質 當 當年 發展 發展趨勢 發明專利 發表 發起 皆 目前 目標 直接\n",
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" 5 0 0 0 0 0 0 1 0 0 1 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 相信 相繼 相關 看到 短期 石獎 研發 研究 研究員 研究所 研討會 碩 碩一 碩士\n",
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" 6 0 0 1 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 碩士學位 社會 社會學 社會學家 社會學系 社會心理學 社會科學 社群 神經科學\n",
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" 4 0 0 0 0 0 0 0 1 0\n",
" 5 1 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 神經系統 科學 科學家 科學技術 科技 科技股份 科技部 科羅拉多 秘書長 移轉\n",
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" 4 0 0 0 0 0 0 0 0 0 0\n",
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" 6 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 程式 程式設計 種子 積電 究竟 空間 穿 站 競爭力 競賽 第一名 第九屆 箇中 算\n",
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" Terms\n",
"Docs 管理 管理員 管理方面 篇 簡單 簡易 簡禎 精益求精 精神 精神科 系 系統 系統化\n",
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" 4 0 0 0 0 0 0 0 0 0 0 0 0 1\n",
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" Terms\n",
"Docs 組成 組織 結合 給 給大眾 統計 統計分析 經常 經濟 經濟部 經營 經理 經驗\n",
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" 2 0 0 0 0 0 5 0 0 0 0 0 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 1 0 0\n",
" 6 0 1 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 經驗豐富 維持 維超 網曾 網絡 網絡分析 網羅 網路 網路上 網頁 線上 編輯 總召\n",
" 1 0 0 0 0 0 0 0 1 0 1 0 0 1\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 1 0\n",
" 3 0 0 0 0 1 0 0 0 0 0 0 0 0\n",
" 4 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 1 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 1 0 0 0\n",
" Terms\n",
"Docs 羅經 美國加州大學 美國加州理工學院 美國哥倫比亞大學 美國康乃爾大學 美學\n",
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" 3 0 1 0 0 0 0\n",
" 4 0 0 0 1 0 1\n",
" 5 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0\n",
" Terms\n",
"Docs 美英 而 而是 聚焦 聯合 聯發科 職位 職務 職棒 聽 能 能夠 腦部 自 自家 自己\n",
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" 5 1 0 0 0 0 0 0 2 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 至 至今 至台 致力 致力於 臺灣大學 興趣 舉凡 舖 良好 英國倫敦 茫茫大海 華人\n",
" 1 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 2 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 0 0 0 0 0 1 1 0 0 0 0 0\n",
" 4 0 0 0 0 1 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 2 0 0 0 1 0 0 0 0\n",
" 6 1 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 著名 著重 董事 蒐集 蔡佳泓 藉以 藏區 處理 虛擬 蛋白質 行動 行政院 行為\n",
" 1 0 1 0 0 0 0 0 0 0 0 0 0 0\n",
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" 4 0 0 0 0 0 0 0 1 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 1 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 衛生 衛生署 衛福部 被 製造 西方 規劃 視覺 覺 覺得 觀察 觀測 角度 解決\n",
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" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
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" 5 0 0 0 0 0 1 0 0 2 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 1 0 0 0 0 0 0\n",
" Terms\n",
"Docs 解決問題 解決方案 解釋 計畫 計算 計算機科學 訊號 訓練 記憶 訪問 訪問學者\n",
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" 4 0 0 0 0 0 0 1 0 0 0 1\n",
" 5 0 0 0 1 1 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 設計 許 許多 詠 試圖 詹 認知 認知科學 認識 語言 說話 課程 請 論戰 論文\n",
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" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0\n",
" Terms\n",
"Docs 謎題 講座 謬誤 識別 議題 變遷 讓 負責 貢獻 貢獻獎 貢獻者 貼近 資工 資料\n",
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" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 1\n",
" Terms\n",
"Docs 資源 資訊 資訊學會 資訊所 資訊科技 資訊系 資通 走進 起 起來 超過 跨\n",
" 1 0 2 0 0 0 0 0 0 0 1 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 2 0 0 0 0 0 0 1 0 1 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 1 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 跨國公司 身分 身體 車品 軟體 轉換率 近年來 返回 迷 追蹤 退休 透徹 通過\n",
" 1 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 1 0 0\n",
" 3 0 0 0 0 0 0 1 0 0 0 0 0 0\n",
" 4 0 0 0 0 0 0 1 0 0 0 0 0 0\n",
" 5 1 0 0 2 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 進修 進入 進而 進行 逾 遊戲 運 運用 運輸 過 選舉 部副 部門 都 鄭 醫學系\n",
" 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3 0\n",
" 3 0 0 0 0 0 0 0 0 0 1 0 0 0 2 0 0\n",
" 4 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 醫師 醫療 醫藥 醫院 重讀 量 量測 金 金融市場 金門 長 長期 開始 開放\n",
" 1 0 0 0 0 0 1 0 0 0 0 0 1 1 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 1 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 開放源碼 開發 開設 闕嘉宏 關乎 關聯性 阿里巴巴 附設 降到 院 除 除了 陳\n",
" 1 0 0 0 0 0 0 0 0 0 0 1 0 2\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 0 0 0 0 1 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 0 0 3 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 陳博士 陽光 隨後 隨時 集團 雖然 雙 離開 雲書 雲端 零時 電信 電商 電子書\n",
" 1 2 0 0 1 0 0 0 0 0 0 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 4 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 5 0 0 0 0 2 0 1 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" Terms\n",
"Docs 電機 電機工程 電機系 電腦 需 韓國 音樂 頂尖 預測 領域 題目 顧問 風控 風格\n",
" 1 0 0 0 0 0 0 0 0 0 3 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 3 0 0 0 0 0 0 0 0 0 2 0 0 0 0\n",
" 4 0 0 0 1 0 0 0 1 0 0 0 0 0 1\n",
" 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0 1 0 0 0 0\n",
" Terms\n",
"Docs 香港 香港中文大學 體學 高嘉良 高度 高等考試 高階 黃 黑手\n",
" 1 0 0 0 0 0 0 0 0 0\n",
" 2 0 0 0 0 0 0 0 0 0\n",
" 3 0 2 0 0 0 0 0 0 0\n",
" 4 0 0 0 0 0 0 0 0 0\n",
" 5 1 0 0 0 0 0 0 0 0\n",
" 6 0 0 0 0 0 0 0 0 0"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# DTM (Document Term Matrix 顧名思義.....)\n",
"m <- as.matrix(dtm1)\n",
"head(m)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"collapsed": false,
"scrolled": true,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"data": {
"text/html": [
"pdf: 2"
],
"text/latex": [
"\\textbf{pdf:} 2"
],
"text/markdown": [
"**pdf:** 2"
],
"text/plain": [
"pdf \n",
" 2 "
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 文字分析最愛的....文字雲\n",
"v <- sort(colSums(m), decreasing=TRUE)\n",
"myNames <- names(v)\n",
"d <- data.frame(word=myNames, freq=v)\n",
"pal2 <- brewer.pal(8,\"Dark2\")\n",
"png(paste(getwd(), \"/wordcloud100_\", \".png\", sep = ''), width=10, height=10, units=\"in\", res=700)\n",
"wordcloud(d$word,d$freq, scale=c(6,0.5), min.freq=mean(d$freq),\n",
" max.words=100, random.order=FALSE, rot.per=.01, colors=pal2)\n",
"dev.off()"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
""
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"data": {
"text/plain": [
" Min. 1st Qu. Median Mean 3rd Qu. Max. \n",
" 1.000 1.000 1.000 1.923 2.000 43.000 "
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"text/html": [
"\n",
"\t- 27
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"\t- 1256
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"
\n"
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"\\begin{enumerate*}\n",
"\\item 27\n",
"\\item 1256\n",
"\\end{enumerate*}\n"
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"text/markdown": [
"1. 27\n",
"2. 1256\n",
"\n",
"\n"
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"text/plain": [
"[1] 27 1256"
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},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"text/html": [
"\n",
"\t- 27
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"\\item 27\n",
"\\item 647\n",
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"[1] 27 647"
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"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
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{
"data": {
"text/plain": [
" Min. 1st Qu. Median Mean 3rd Qu. Max. \n",
" 1.000 1.000 1.000 1.604 2.000 11.000 "
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 利用tfidf 來處理高頻詞高估，低頻詞低估\n",
"dtm = dtm1\n",
"term_tfidf <-tapply(dtm$v/row_sums(dtm)[dtm$i], dtm$j, mean) * log2(nDocs(dtm)/col_sums(dtm > 0))\n",
"l1= term_tfidf >= quantile(term_tfidf, 0.5) # second quantile, ie. median\n",
"summary(col_sums(dtm))\n",
"dim(dtm);dtm <- dtm[,l1]\n",
"dtm = dtm[row_sums(dtm)>0, ]; dim(dtm)\n",
"summary(col_sums(dtm))"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"R is running for topic 2 fold 1 2015-08-21 19:54:42 \n",
"R is running for topic 3 fold 1 2015-08-21 19:54:42 \n",
"R is running for topic 4 fold 1 2015-08-21 19:54:42 \n",
"R is running for topic 5 fold 1 2015-08-21 19:54:43 \n",
"R is running for topic 6 fold 1 2015-08-21 19:54:43 \n",
"R is running for topic 7 fold 1 2015-08-21 19:54:43 \n",
"R is running for topic 8 fold 1 2015-08-21 19:54:43 \n",
"R is running for topic 9 fold 1 2015-08-21 19:54:43 \n",
"R is running for topic 10 fold 1 2015-08-21 19:54:44 \n",
"R is running for topic 11 fold 1 2015-08-21 19:54:44 \n",
"R is running for topic 12 fold 1 2015-08-21 19:54:44 \n",
"R is running for topic 13 fold 1 2015-08-21 19:54:44 \n",
"R is running for topic 14 fold 1 2015-08-21 19:54:45 \n",
"R is running for topic 15 fold 1 2015-08-21 19:54:45 \n",
"R is running for topic 16 fold 1 2015-08-21 19:54:45 \n",
"R is running for topic 17 fold 1 2015-08-21 19:54:46 \n",
"R is running for topic 18 fold 1 2015-08-21 19:54:46 \n",
"R is running for topic 19 fold 1 2015-08-21 19:54:46 \n",
"R is running for topic 20 fold 1 2015-08-21 19:54:47 \n",
"R is running for topic 21 fold 1 2015-08-21 19:54:47 \n",
"R is running for topic 22 fold 1 2015-08-21 19:54:48 \n",
"R is running for topic 23 fold 1 2015-08-21 19:54:48 \n",
"R is running for topic 24 fold 1 2015-08-21 19:54:49 \n"
]
},
{
"data": {
"text/plain": [
" user system elapsed \n",
" 6.993 0.003 6.990 "
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# 建立主題模型 （出處參考大陸強者 Ref 3）\n",
"fold_num = 10\n",
"kv_num = seq(2,24)\n",
"seed_num = 2015\n",
"try_num = 1\n",
"\n",
"smp<-function(cross=fold_num,n,seed)\n",
"{\n",
" set.seed(seed)\n",
" dd=list()\n",
" aa0=sample(rep(1:cross,ceiling(n/cross))[1:n],n)\n",
" for (i in 1:cross) dd[[i]]=(1:n)[aa0==i]\n",
" return(dd)\n",
"}\n",
"\n",
"selectK<-function(dtm,kv=kv_num,SEED=seed_num,cross=fold_num,sp) # change 60 to 15\n",
"{\n",
" per_ctm=NULL\n",
" log_ctm=NULL\n",
" for (k in kv)\n",
" {\n",
" per=NULL\n",
" loglik=NULL\n",
" for (i in 1:try_num) #only run for 3 replications# \n",
" {\n",
" cat(\"R is running for\", \"topic\", k, \"fold\", i,\n",
" as.character(as.POSIXlt(Sys.time(), \"Asia/Shanghai\")),\"\\n\")\n",
" te=sp[[i]]\n",
" tr=setdiff(1:dtm$nrow, te) # setdiff(nrow(dtm),te) ## fix here when restart r session\n",
" \n",
" # VEM = LDA(dtm[tr, ], k = k, control = list(seed = SEED)),\n",
" # VEM_fixed = LDA(dtm[tr,], k = k, control = list(estimate.alpha = FALSE, seed = SEED)),\n",
" \n",
" # CTM = CTM(dtm[tr,], k = k, \n",
" # control = list(seed = SEED, var = list(tol = 10^-4), em = list(tol = 10^-3))) \n",
" # \n",
" Gibbs = LDA(dtm[tr,], k = k, method = \"Gibbs\",\n",
" control = list(seed = SEED, burnin = 1000,thin = 100, iter = 1000))\n",
" \n",
" per=c(per,perplexity(Gibbs,newdata=dtm[te,]))\n",
" loglik=c(loglik,logLik(Gibbs,newdata=dtm[te,]))\n",
" }\n",
" per_ctm=rbind(per_ctm,per)\n",
" log_ctm=rbind(log_ctm,loglik)\n",
" }\n",
" return(list(perplex=per_ctm,loglik=log_ctm))\n",
"}\n",
"sp=smp(n=dtm$nrow, seed=seed_num) # n = nrow(dtm)\n",
"\n",
"system.time((ctmK=selectK(dtm=dtm,kv=kv_num,SEED=seed_num,cross=fold_num,sp=sp)))"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
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0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DM3VTBQMNAzsDAyMDY0ArPNzMwtzSyBDFOwoEKKIVchmGcMBCAVSBygRmOocHIul5Mnl76nr0JJUWkql364gjmXvgeIcApwVjDk0ndRiDZUMIjl8nRRWHJrEghwuXpyBXIBAPOqHWoKZW5kc3RyZWFtCmVuZG9iagoyMyAwIG9iagogICAxMDcKZW5kb2JqCjI0IDAgb2JqCjw8IC9MZW5ndGggMjUgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM7UwBgIFAwUDPQMLIwNjQyMw2xSIzU0VUgy5CoEsE0MzMzNzkAREGKTWGKovOZfLyZNL39NXoaSoNJVLP1zBlEvfQ8GSS98pwFnBkEvfRSHaUMEglsvTRaGhYcOJjo6OExu4XD25ArkASKIcwgplbmRzdHJlYW0KZW5kb2JqCjI1IDAgb2JqCiAgIDExMwplbmRvYmoKMjYgMCBvYmoKPDwgL0xlbmd0aCAyNyAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AztTAGAgUDBQM9AwsjA2NDIzDbFITBfIUUQ65CIM/E0MzMzBwkCZaC6ALqMYbqT87lcvLk0vf0VSgpKk3l0g9XMOXS91Aw59J3CnBWMOTSd1GINlQwiOXydFEo6Oj40dBRwOXqyRXIBQDOVBy8CmVuZHN0cmVhbQplbmRvYmoKMjcgMCBvYmoKICAgMTEzCmVuZG9iagoyOCAwIG9iago8PCAvTGVuZ3RoIDI5IDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DMGAwUDBQM9AwsjA2NDIzDb2BjEBjJMwYIKKYZchUCekSlIFiwM0QbUBDMgOZfLyZNL39NXoaSoNJVLP1zBmEvfQ8GcS98pwFnBkEvfRSEaaGIsl6eLwoIDDSDA5erJFcgFAN3hHMMKZW5kc3RyZWFtCmVuZG9iagoyOSAwIG9iagogICAxMDcKZW5kb2JqCjMwIDAgb2JqCjw8IC9MZW5ndGggMzEgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQMwYDBQMI1DOwMDIwNjRCYqUYchWCuUgKUXjJuVxOnlz6nr4KJUWlqVz64QqGXPoeIMIpwBlEuShEGyoYxHJ5uigwcLl6cgVyAQBnfBdHCmVuZHN0cmVhbQplbmRvYmoKMzEgMCBvYmoKICAgODIKZW5kb2JqCjMyIDAgb2JqCjw8IC9MZW5ndGggMzMgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM7UwBgIFAwUDPQMLIwNjQyMw2xSEwXyFFEOuQiDPxNDMzMwcJAmWgugC6jGG6k/O5XLy5NL39FUoKSpN5dIPVzDl0vdQMOfSdwpwVjDk0ndRiDZUMIjl8nRRKOgAgQIuV0+uQC4AyjwcVAplbmRzdHJlYW0KZW5kb2JqCjMzIDAgb2JqCiAgIDExMAplbmRvYmoKMzQgMCBvYmoKPDwgL0xlbmd0aCAzNSAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AzMlUwgEA9Y2MjA2NDIMPcVCHFkKsQLAQCUHlziNLkXC4nTy59T1+FkqLSVC79cAUTLn0PBUsufacAZwVDLn0XhWigKbFcni4KBg4PHMCAy9WTK5ALAMnGFv8KZW5kc3RyZWFtCmVuZG9iagozNSAwIG9iagogICA5NAplbmRvYmoKMzYgMCBvYmoKPDwgL0xlbmd0aCAzNyAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AzMlUwgEAwU8/cVCHFkKsQygWLm0MYyblcTp5c+p6+CiVFpalc+uEKxlz6HgqWXPpOAc4Khlz6LgrRhgoGsVyeLgoODg8cQCCBy9WTK5ALACYFFZ4KZW5kc3RyZWFtCmVuZG9iagozNyAwIG9iagogICA4OAplbmRvYmoKMzggMCBvYmoKPDwgL0xlbmd0aCAzOSAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AztTAGAgUDBQM9AwsjA2NDIwVdAz0jUyAfjMFiCimGXIVAnomhmZmZOUgxkAPWaAzWB2FB9CXncjl5cul7+iqUFJWmcumHK5hy6XsoGBpw6TsFOCsYcum7KEQbKhjEcnm6KGw40dHRcWJDQ0MDl6snVyAXACLbIIAKZW5kc3RyZWFtCmVuZG9iagozOSAwIG9iagogICAxMjQKZW5kb2JqCjQwIDAgb2JqCjw8IC9MZW5ndGggNDEgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQMzJVMFAw0DOwMDIwNjQCsw3NzC3NLIEMc1OFFEOuQrC0MQiApCHiyELJuVxOnlz6nr4KJUWlqVz64QqGXPoeCpZc+k4BziC2i0K0oYJBLJeni0IDQwMEcLl6cgVyAQBoMBueCmVuZHN0cmVhbQplbmRvYmoKNDEgMCBvYmoKICAgMTAzCmVuZG9iago0MiAwIG9iago8PCAvTGVuZ3RoIDQzIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUhMF8hRRDrkIgz8TQzMzMHCQJloLoAuoxhupPzuVy8uTS9/RVKCkqTeXSD1cw5dL3UDDn0ncKcFYw5NJ3UYg2VDCI5fJ0USjoaGho6CjgcvXkCuQCAMlMHDwKZW5kc3RyZWFtCmVuZG9iago0MyAwIG9iagogICAxMTMKZW5kb2JqCjQ0IDAgb2JqCjw8IC9MZW5ndGggNDUgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM1UwUDDQM7AwMjA2NAKzTQzNLc0sgQxTsKBCiiFXIZBnDAYgFWApCAeoESacnMvl5Mml7+mrUFJUmsqlH65gwqXvoWDOpe8U4KxgyKXvohBtqGAQy+XpopAwoSFBYEICl6snVyAXAMGWG5oKZW5kc3RyZWFtCmVuZG9iago0NSAwIG9iagogICAxMTEKZW5kb2JqCjQ2IDAgb2JqCjw8IC9MZW5ndGggNDcgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQMzJVMFAw0DOwMDIwNjQCsw3NzC3NLIEMc1OFFEOuQrC0MQiApCHiyELJuVxOnlz6nr4KJUWlqVz64QqGXPoeCpZc+k4BziC2i0K0oYJBLJeni0IDDHC5enIFcgEAbzAcHgplbmRzdHJlYW0KZW5kb2JqCjQ3IDAgb2JqCiAgIDEwMQplbmRvYmoKNDggMCBvYmoKPDwgL0xlbmd0aCA0OSAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AztTAGAgUDBQM9AwsjA2NDIzDbFIjNTRVSDLkKgSwTQzMzM3OQBEQYpNYYqi85l8vJk0vf01ehpKg0lUs/XMGUS99DwZJL3ynAWcGQS99FIdpQwSCWy9NFgYMjY0ZHR8eMDC5XT65ALgAxqhriCmVuZHN0cmVhbQplbmRvYmoKNDkgMCBvYmoKICAgMTEzCmVuZG9iago1MCAwIG9iago8PCAvVHlwZSAvRW5jb2RpbmcKICAgL0RpZmZlcmVuY2VzIFswIC8wIC8xIC8yIC8zIC80IC81IC82IC83IC84IC85IC8xMCAvMTEgLzEyIC8xMyAvMTQgLzE1IC8xNiAvMTcgLzE4IC8xOSAvMjBdCj4+CmVuZG9iago1MSAwIG9iago8PAogLzAgOCAwIFIKIC8xIDEwIDAgUgogLzIgMTIgMCBSCiAvMyAxNCAwIFIKIC80IDE2IDAgUgogLzUgMTggMCBSCiAvNiAyMCAwIFIKIC83IDIyIDAgUgogLzggMjQgMCBSCiAvOSAyNiAwIFIKIC8xMCAyOCAwIFIKIC8xMSAzMCAwIFIKIC8xMiAzMiAwIFIKIC8xMyAzNCAwIFIKIC8xNCAzNiAwIFIKIC8xNSAzOCAwIFIKIC8xNiA0MCAwIFIKIC8xNyA0MiAwIFIKIC8xOCA0NCAwIFIKIC8xOSA0NiAwIFIKIC8yMCA0OCAwIFIKPj4KZW5kb2JqCjUyIDAgb2JqCjw8IC9MZW5ndGggNTMgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nF3SzW6DMAwH8DtP4WN3qPgopauEkKbuwmEfGtsDQOKwSCNEgR54+8V21Uk7gH5J/o4sQ3ppn1tnV0jfw6w6XMFYpwMu8zUohAFH65K8AG3VelvxW029T9JY3G3LilPrzJzUNaQf8XBZwwa7Jz0P+JAAQPoWNAbrRth9XTrZ6q7e/+CEboUsaRrQaOJ1L71/7SeElIv3rY7ndt32sewv8bl5hILXubSkZo2L7xWG3o2Y1FnWQG1Mk6DT/86KW8lg1Hcf7lGjm+g8OssOR3IhzskHcUYuxQX5yC6RXLFPXHtiV3zno5jzZzFnesnz/sAu+H4lGUPW4oqMki/JRkz5PJPMmSz9Vwey9H9iS/+VIkv/VcnDuU2BxkTf8z5/dQ0hjp4/Os+cpm0d3v8LP3uq4ucX5kKfkwplbmRzdHJlYW0KZW5kb2JqCjUzIDAgb2JqCiAgIDMxMQplbmRvYmoKNSAwIG9iago8PCAvVHlwZSAvRm9udAogICAvU3VidHlwZSAvVHlwZTMKICAgL0ZvbnRCQm94IFswIC0wLjI1IDAuNjY3OTY5IDAuNzVdCiAgIC9Gb250TWF0cml4IFsgMSAwIDAgMSAwIDAgXQogICAvRW5jb2RpbmcgNTAgMCBSCiAgIC9DaGFyUHJvY3MgNTEgMCBSCiAgIC9GaXJzdENoYXIgMAogICAvTGFzdENoYXIgMjAKICAgL1dpZHRocyBbIDAuNzUgMC41ODMzMzMgMC41ODMzMzMgMC41ODMzMzMgMC41ODMzMzMgMC43NSAwLjU4MzMzMyAwLjc1IDAuNTgzMzMzIDAuNTgzMzMzIDAuMzMzMzMzIDAuMzMzMzMzIDAuNTgzMzMzIDAuMjUgMC4yNSAwLjU4MzMzMyAwLjI1IDAuNTgzMzMzIDAuNSAwLjI1IDAuNTgzMzMzXQogICAvUmVzb3VyY2VzCjw8Cj4+CiAgICAvVG9Vbmljb2RlIDUyIDAgUgo+PgplbmRvYmoKNTQgMCBvYmoKPDwgL0xlbmd0aCA1NSAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AzN1UwUDDQM7AwMjA2NAKzzczMLc0sgQygXIohVyFIGg2YmCnoghQCgTlEIRY1hmBzjUEAoiY5l8vJk0vf01ehpKg0lUs/XMGSS99DwYJL3ynAWcGQS99FIRqoKZbL00VhVQMDQwMUg9hcrp5cgVwA5eIj0wplbmRzdHJlYW0KZW5kb2JqCjU1IDAgb2JqCiAgIDEyMAplbmRvYmoKNTYgMCBvYmoKPDwgL0xlbmd0aCA1NyAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AzMTQzMzNXMABBPSNTIGFsbGRgbIhgpBhyFQJ5BujAVEEXpAYEQNIWcBYaMAKpwxSE603O5XLy5NL39FUoKSpN5dIPVzDk0vdQMOHSdwpwBrFdFKKBzonl8nRRaAACLldPrkAuAADyJVsKZW5kc3RyZWFtCmVuZG9iago1NyAwIG9iagogICAxMDkKZW5kb2JqCjU4IDAgb2JqCjw8IC9MZW5ndGggNTkgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM7UwBgIFAwUDPQMLIwNjQyMw2xSIzU0VUgy5CkEyaMDETEEXrgZT2tgQbJoxxGSQmuRcLidPLn1PX4WSotJULv1wBUsufQ8FMy59pwBnBUMufReFaKCmWC5PFwV/hgkNExo6GuoZGBi4XD25ArkAhDsiGQplbmRzdHJlYW0KZW5kb2JqCjU5IDAgb2JqCiAgIDExOQplbmRvYmoKNjAgMCBvYmoKPDwgL0xlbmd0aCA2MSAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AztTAGAgUDBQM9AwsjA2NDIzDbFIjNTRVSDLkKQTJowMRMQReuBlPa2BBsmjHEZJCa5FwuJ08ufU9fhZKi0lQu/XAFSy59DwUzLn2nAGcFQy59F4VooKZYLk8XhXyGCQ0TGhoanBkYGLhcPbkCuQCDwyH1CmVuZHN0cmVhbQplbmRvYmoKNjEgMCBvYmoKICAgMTE5CmVuZG9iago2MiAwIG9iago8PCAvTGVuZ3RoIDYzIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUiM1NFVIMuQpBMmjAxExBF64GU9rYEGyaMcRkkJrkXC4nTy59T1+FkqLSVC79cAVLLn0PBTMufacAZwVDLn0XhWigplguTxeFeoYGMKhnYGDgcvXkCuQCAIVbIiEKZW5kc3RyZWFtCmVuZG9iago2MyAwIG9iagogICAxMTYKZW5kb2JqCjY0IDAgb2JqCjw8IC9MZW5ndGggNjUgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM7UwBgIFAwUDPQMLIwNjQyMw2xSIzU0VUgy5CkEyaMDETEEXrgZT2tgQbJoxxGSQmuRcLidPLn1PX4WSotJULv1wBUsufQ8FMy59pwBnBUMufReFaKCmWC5PF4WEhgkNHQ0tDc4NDAxcrp5cgVwAj3Ui4gplbmRzdHJlYW0KZW5kb2JqCjY1IDAgb2JqCiAgIDExOQplbmRvYmoKNjYgMCBvYmoKPDwgL0xlbmd0aCA2NyAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AztTAGAgUDBQM9AwsjA2NDIzDb2BjEBjLMTRVSDLkKQdJowMRMQRekEKIfpBBTjRHYWCQlyblcTp5c+p6+CiVFpalc+uEKllz6HgomXPpOAc4Khlz6LgrRQGtjuTxdFP43ODA4MDAwcLl6cgVyAQAWMCHiCmVuZHN0cmVhbQplbmRvYmoKNjcgMCBvYmoKICAgMTE5CmVuZG9iago2OCAwIG9iago8PCAvTGVuZ3RoIDY5IDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUiM1NFVIMuQpBMmjAxExBF64GU9rYEGyaMcRkkJrkXC4nTy59T1+FkqLSVC79cAVLLn0PBTMufacAZwVDLn0XhWigplguTxeFfoYJDSD4mYGBgcvVkyuQCwCNoyLVCmVuZHN0cmVhbQplbmRvYmoKNjkgMCBvYmoKICAgMTE3CmVuZG9iago3MCAwIG9iago8PCAvTGVuZ3RoIDcxIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUiM1NFVIMuQpBMmjAxExBF64GU9rYEGyaMcRkkJrkXC4nTy59T1+FkqLSVC79cAVLLn0PBTMufacAZwVDLn0XhWigplguTxeFeoaOBhAsZGBg4HL15ArkAgCGHyIrCmVuZHN0cmVhbQplbmRvYmoKNzEgMCBvYmoKICAgMTE3CmVuZG9iago3MiAwIG9iago8PCAvTGVuZ3RoIDczIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUiM1NFVIMuQpBMmjAxExBF64GU9rYEGyaMcRkkJrkXC4nTy59T1+FkqLSVC79cAVLLn0PBTMufacAZwVDLn0XhWigplguTxeFfIYJDSCYz8DAwOXqyRXIBQCGOyIxCmVuZHN0cmVhbQplbmRvYmoKNzMgMCBvYmoKICAgMTE3CmVuZG9iago3NCAwIG9iago8PCAvTGVuZ3RoIDc1IDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUiM1NFVIMuQpBMmjAxExBF64GU9rYEGyaMcRkkJrkXC4nTy59T1+FkqLSVC79cAVLLn0PBTMufacAZwVDLn0XhWigplguTxeFAwwbGPoYGhsaGBgYuFw9uQK5AH/HIaIKZW5kc3RyZWFtCmVuZG9iago3NSAwIG9iagogICAxMTkKZW5kb2JqCjc2IDAgb2JqCjw8IC9MZW5ndGggNzcgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM7UwBgIFAwUDPQMLIwNjQyMw2xSIzU0VUgy5CkEyaMDETEEXrgZT2tgQbJoxxGSQmuRcLidPLn1PX4WSotJULv1wBUsufQ8FMy59pwBnBUMufReFaKCmWC5PFwWGBgj838DAwOXqyRXIBQB5bSGiCmVuZHN0cmVhbQplbmRvYmoKNzcgMCBvYmoKICAgMTE1CmVuZG9iago3OCAwIG9iago8PCAvTGVuZ3RoIDc5IDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUhMF8hRRDrkKQLBowNlPQNdAzMTQzMzMHK4aYg6HOyAxstDFUGqouOZfLyZNL39NXoaSoNJVLP1zBnEvfQ8GUS98pwFnBkEvfRSHaUMEglsvTRaGmqamphsvVkyuQCwDHTSQLCmVuZHN0cmVhbQplbmRvYmoKNzkgMCBvYmoKICAgMTIzCmVuZG9iago4MCAwIG9iago8PCAvTGVuZ3RoIDgxIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjBV0DPSNTIB+MwWIKKYZchSAVaMDUEKQYpA5sijEWJUDNIJNh0lDrknO5nDy59D19FUqKSlO59MMVDA249D0UzLj0nQKcFQy59F0UooE6Y7k8XRT+N7g4NAFhTQMDA5erJ1cgFwDGYiXrCmVuZHN0cmVhbQplbmRvYmoKODEgMCBvYmoKICAgMTI2CmVuZG9iago4MiAwIG9iago8PCAvTGVuZ3RoIDgzIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DMyVTBQMNAzsDAyMDY0ArMNzcwtzSyBDHNThRRDrkKQNBowMVPQNQDrBSnClDcEC1oYgwBETXIul5Mnl76nr0JJUWkql364giWXvoeCMZe+U4CzgiGXvotCtKGCQSyXp4sCA8P+BgYGLldPrkAuAO9YH9IKZW5kc3RyZWFtCmVuZG9iago4MyAwIG9iagogICAxMTkKZW5kb2JqCjg0IDAgb2JqCjw8IC9MZW5ndGggODUgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM1UwUDDQM7AwMjA2NAKzgSJ65qYKKYZchSAZNGBipqALV4MpbWwINs0YBCBqknO5nDy59D19FUqKSlO59MMVLLn0PRTMuPSdApwVDLn0XRSigZpiuTxdFBgaFBmEGHgY/jcwMHC5enIFcgEAwwgfXQplbmRzdHJlYW0KZW5kb2JqCjg1IDAgb2JqCiAgIDExNgplbmRvYmoKODYgMCBvYmoKPDwgL0xlbmd0aCA4NyAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AztTAGAgUDBQM9AwsjA2NDIzDbFITBfIUUQ65CkCwaMDZT0DXQMzE0MzMzByuGmIOhzsgMbLQxVBqqLjmXy8mTS9/TV6GkqDSVSz9cwZxL30PBlEvfKcBZwZBL30Uh2lDBIJbL00WhZNKkSTVcrp5cgVwAyKUkMwplbmRzdHJlYW0KZW5kb2JqCjg3IDAgb2JqCiAgIDEyMwplbmRvYmoKODggMCBvYmoKPDwgL0xlbmd0aCA4OSAwIFIKICAgL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnicM9AzMlUwUDDQM7AwMjA2NAKzDc3MLc0sgQxzU4UUQ65CkDQaMDFT0DUA6wUpwpQ3BAtaGIMARE1yLpeTJ5e+p69CSVFpKpd+uIIll76HgjGXvlOAs4Ihl76LQrShgkEsl6eLAgPD/wYGBi5XT65ALgDx2CASCmVuZHN0cmVhbQplbmRvYmoKODkgMCBvYmoKICAgMTE5CmVuZG9iago5MCAwIG9iago8PCAvTGVuZ3RoIDkxIDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJwz0DO1MAYCBQMFAz0DCyMDY0MjMNsUiM1NFVIMuQpBMmjAxExBF64GU9rYEGyaMcRkkJrkXC4nTy59T1+FkqLSVC79cAVLLn0PBTMufacAZwVDLn0XhWigplguTxcF+QYFBgUGAYb/DQwMXK6eXIFcAGybIJEKZW5kc3RyZWFtCmVuZG9iago5MSAwIG9iagogICAxMTkKZW5kb2JqCjkyIDAgb2JqCjw8IC9MZW5ndGggOTMgMCBSCiAgIC9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp4nDPQM7UwBgIFAwUDPQMLIwNjQyMw2xSIzU0VUgy5CkEyaMDETEEXrgZT2tgQbJoxxGSQmuRcLidPLn1PX4WSotJULv1wBUsufQ8FMy59pwBnBUMufReFaKCmWC5PF4X/DYIMCg0KDfIMDAxcrp5cgVwAeushEgplbmRzdHJlYW0KZW5kb2JqCjkzIDAgb2JqCiAgIDExOQplbmRvYmoKOTQgMCBvYmoKPDwgL1R5cGUgL0VuY29kaW5nCiAgIC9EaWZmZXJlbmNlcyBbMCAvMCAvMSAvMiAvMyAvNCAvNSAvNiAvNyAvOCAvOSAvMTAgLzExIC8xMiAvMTMgLzE0IC8xNSAvMTYgLzE3IC8xOCAvMTldCj4+CmVuZG9iago5NSAwIG9iago8PAogLzAgNTQgMCBSCiAvMSA1NiAwIFIKIC8yIDU4IDAgUgogLzMgNjAgMCBSCiAvNCA2MiAwIFIKIC81IDY0IDAgUgogLzYgNjYgMCBSCiAvNyA2OCAwIFIKIC84IDcwIDAgUgogLzkgNzIgMCBSCiAvMTAgNzQgMCBSCiAvMTEgNzYgMCBSCiAvMTIgNzggMCBSCiAvMTMgODAgMCBSCiAvMTQgODIgMCBSCiAvMTUgODQgMCBSCiAvMTYgODYgMCBSCiAvMTcgODggMCBSCiAvMTggOTAgMCBSCiAvMTkgOTIgMCBSCj4+CmVuZG9iago5NiAwIG9iago8PCAvTGVuZ3RoIDk3IDAgUgogICAvRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeJxd0s1ugzAMAOA7T+Fjd6hIaEtXCSFN3YXDfjS2BwiJ0yGNEIX0wNsvjqtO2gH05ceOcSjP3XPnxgjle5h1jxHs6EzAZb4GjTDgZXSFrMCMOt5G+a0n5YsyBffrEnHqnJ2LpoHyIy0uMayweTLzgA8FAJRvwWAY3QU2X+eep/qr9z84oYsgirYFgzale1H+VU0IZQ7ediatj3HdprC/HZ+rR6jyWHJJeja4eKUxKHfBohGihcbatkBn/q1VgkMGq79VuG+1pk2WyUJU2VX2ribv2Dvyni3IB3ZFrtmSfGQfyI/sE/nEfiQr9pE8ZO81WWfXlmzYeQ+ycx7LHpKlYNNZkuuvKY/k+ms6S3L99T435Pbl1Bq6w3vP9TWE1O580bnP1OHR4f1f8LOnqPz8AiMUnXwKZW5kc3RyZWFtCmVuZG9iago5NyAwIG9iagogICAzMDgKZW5kb2JqCjYgMCBvYmoKPDwgL1R5cGUgL0ZvbnQKICAgL1N1YnR5cGUgL1R5cGUzCiAgIC9Gb250QkJveCBbMCAtMC4yNSAwLjY2Nzk2OSAwLjc1XQogICAvRm9udE1hdHJpeCBbIDEgMCAwIDEgMCAwIF0KICAgL0VuY29kaW5nIDk0IDAgUgogICAvQ2hhclByb2NzIDk1IDAgUgogICAvRmlyc3RDaGFyIDAKICAgL0xhc3RDaGFyIDE5CiAgIC9XaWR0aHMgWyAwLjc1IDAuNDE2NjY3IDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuNTgzMzMzIDAuMjUgMC41IDAuNTgzMzMzIDAuMjUgMC41ODMzMzMgMC41ODMzMzNdCiAgIC9SZXNvdXJjZXMKPDwKPj4KICAgIC9Ub1VuaWNvZGUgOTYgMCBSCj4+CmVuZG9iagoxIDAgb2JqCjw8IC9UeXBlIC9QYWdlcwogICAvS2lkcyBbIDcgMCBSIF0KICAgL0NvdW50IDEKPj4KZW5kb2JqCjk4IDAgb2JqCjw8IC9DcmVhdG9yIChjYWlybyAxLjE0LjIgKGh0dHA6Ly9jYWlyb2dyYXBoaWNzLm9yZykpCiAgIC9Qcm9kdWNlciAoY2Fpcm8gMS4xNC4yIChodHRwOi8vY2Fpcm9ncmFwaGljcy5vcmcpKQo+PgplbmRvYmoKOTkgMCBvYmoKPDwgL1R5cGUgL0NhdGFsb2cKICAgL1BhZ2VzIDEgMCBSCj4+CmVuZG9iagp4cmVmCjAgMTAwCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAxMzQzNiAwMDAwMCBuIAowMDAwMDAxODgwIDAwMDAwIG4gCjAwMDAwMDAwMTUgMDAwMDAgbiAKMDAwMDAwMTg1NyAwMDAwMCBuIAowMDAwMDA3NDE5IDAwMDAwIG4gCjAwMDAwMTMwMjQgMDAwMDAgbiAKMDAwMDAwMjAwOCAwMDAwMCBuIAowMDAwMDAyMjIyIDAwMDAwIG4gCjAwMDAwMDI0MDkgMDAwMDAgbiAKMDAwMDAwMjQzMSAwMDAwMCBuIAowMDAwMDAyNjIzIDAwMDAwIG4gCjAwMDAwMDI2NDYgMDAwMDAgbiAKMDAwMDAwMjgzMiAwMDAwMCBuIAowMDAwMDAyODU1IDAwMDAwIG4gCjAwMDAwMDMwNDIgMDAwMDAgbiAKMDAwMDAwMzA2NSAwMDAwMCBuIAowMDAwMDAzMjU3IDAwMDAwIG4gCjAwMDAwMDMyODAgMDAwMDAgbiAKMDAwMDAwMzQ3MiAwMDAwMCBuIAowMDAwMDAzNDk1IDAwMDAwIG4gCjAwMDAwMDM2ODQgMDAwMDAgbiAKMDAwMDAwMzcwNyAwMDAwMCBuIAowMDAwMDAzODkzIDAwMDAwIG4gCjAwMDAwMDM5MTYgMDAwMDAgbiAKMDAwMDAwNDEwOCAwMDAwMCBuIAowMDAwMDA0MTMxIDAwMDAwIG4gCjAwMDAwMDQzMjMgMDAwMDAgbiAKMDAwMDAwNDM0NiAwMDAwMCBuIAowMDAwMDA0NTMyIDAwMDAwIG4gCjAwMDAwMDQ1NTUgMDAwMDAgbiAKMDAwMDAwNDcxNiAwMDAwMCBuIAowMDAwMDA0NzM4IDAwMDAwIG4gCjAwMDAwMDQ5MjcgMDAwMDAgbiAKMDAwMDAwNDk1MCAwMDAwMCBuIAowMDAwMDA1MTIzIDAwMDAwIG4gCjAwMDAwMDUxNDUgMDAwMDAgbiAKMDAwMDAwNTMxMiAwMDAwMCBuIAowMDAwMDA1MzM0IDAwMDAwIG4gCjAwMDAwMDU1MzcgMDAwMDAgbiAKMDAwMDAwNTU2MCAwMDAwMCBuIAowMDAwMDA1NzQyIDAwMDAwIG4gCjAwMDAwMDU3NjUgMDAwMDAgbiAKMDAwMDAwNTk1NyAwMDAwMCBuIAowMDAwMDA1OTgwIDAwMDAwIG4gCjAwMDAwMDYxNzAgMDAwMDAgbiAKMDAwMDAwNjE5MyAwMDAwMCBuIAowMDAwMDA2MzczIDAwMDAwIG4gCjAwMDAwMDYzOTYgMDAwMDAgbiAKMDAwMDAwNjU4OCAwMDAwMCBuIAowMDAwMDA2NjExIDAwMDAwIG4gCjAwMDAwMDY3NDMgMDAwMDAgbiAKMDAwMDAwNzAwNiAwMDAwMCBuIAowMDAwMDA3Mzk2IDAwMDAwIG4gCjAwMDAwMDc4MjQgMDAwMDAgbiAKMDAwMDAwODAyMyAwMDAwMCBuIAowMDAwMDA4MDQ2IDAwMDAwIG4gCjAwMDAwMDgyMzQgMDAwMDAgbiAKMDAwMDAwODI1NyAwMDAwMCBuIAowMDAwMDA4NDU1IDAwMDAwIG4gCjAwMDAwMDg0NzggMDAwMDAgbiAKMDAwMDAwODY3NiAwMDAwMCBuIAowMDAwMDA4Njk5IDAwMDAwIG4gCjAwMDAwMDg4OTQgMDAwMDAgbiAKMDAwMDAwODkxNyAwMDAwMCBuIAowMDAwMDA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",
"image/svg+xml": [
"\n",
"\n"
],
"text/plain": [
"Plot with title “”"
]
},
"metadata": {
"image/svg+xml": {
"isolated": true
}
},
"output_type": "display_data"
}
],
"source": [
"# 跑個模擬，挑一個好的主題數\n",
"m_per=apply(ctmK[[1]],1,mean)\n",
"m_log=apply(ctmK[[2]],1,mean)\n",
"\n",
"k=c(kv_num)\n",
"#df = ctmK[[1]] # perplexity matrix\n",
"logLik = ctmK[[2]] # perplexity matrix\n",
"\n",
"# matplot(k, df, type = c(\"b\"), xlab = \"Number of topics\", \n",
"# ylab = \"Perplexity\", pch=1:try_num,col = 1, main = '') \n",
"# legend(\"topright\", legend = paste(\"fold\", 1:try_num), col=1, pch=1:try_num) \n",
"matplot(k, logLik, type = c(\"b\"), xlab = \"Number of topics\", \n",
" ylab = \"Log-Likelihood\", pch=1:try_num,col = 1, main = '') \n",
"legend(\"topleft\", legend = paste(\"fold\", 1:try_num), col=1, pch=1:try_num) "
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"# 現成有四種調法\n",
"k = which(logLik ==max(logLik))+1\n",
"SEED <- 2015\n",
"jss_TM2 <- list(\n",
" VEM = LDA(dtm, k = k, control = list(seed = SEED)),\n",
" VEM_fixed = LDA(dtm, k = k, control = list(estimate.alpha = FALSE, seed = SEED)),\n",
" Gibbs = LDA(dtm, k = k, method = \"Gibbs\", \n",
" control = list(seed = SEED, burnin = 1000, thin = 100, iter = 1000)),\n",
" CTM = CTM(dtm, k = k, \n",
" control = list(seed = SEED, var = list(tol = 10^-4), em = list(tol = 10^-3))) ) \n",
"# terms(模型,要的文字數)\n",
"termsForSave1<- terms(jss_TM2[[\"VEM\"]], 10)\n",
"termsForSave2<- terms(jss_TM2[[\"VEM_fixed\"]], 10)\n",
"termsForSave3<- terms(jss_TM2[[\"Gibbs\"]], 10)\n",
"termsForSave4<- terms(jss_TM2[[\"CTM\"]], 10)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
" | Topic 1 | Topic 2 | Topic 3 | Topic 4 | Topic 5 | Topic 6 | Topic 7 | Topic 8 | Topic 9 | Topic 10 | Topic 11 | Topic 12 | Topic 13 | Topic 14 | Topic 15 | Topic 16 |
|---|
\n",
"\n",
"\t| 1 | chen | audrey | 數據 | 社會 | 他 | 致力 | 懷中 | research | 共同 | 產學 | 學習 | kkbox | big | 都 | 更 | 統計 |
|---|
\n",
"\t| 2 | university | gv | 大 | 流行病學 | 臺灣大學 | | 許 | ibm | 用 | 製造 | 機器 | 華人 | king | 喜歡 | gogolook | 鄭 |
|---|
\n",
"\t| 3 | research | perl | with | 社會科學 | 多項 | 化 | 以 | ieee | 創辦人 | 清華 | 副教授 | 產品 | sc | 現 | 各種 | statistical |
|---|
\n",
"\t| 4 | taiwan | first | 阿里巴巴 | 地理 | 巨量 | its | 多媒體 | big | r | 醫院 | 工程系 | 打造 | learning | chang | 數學 | 數學系 |
|---|
\n",
"\t| 5 | ms | contributor | 集團 | 對 | 認知 | 創代 | 工作 | analytics | tw | 多項 | 田 | 屬於 | education | helen | 獅 | 加州大學 |
|---|
\n",
"\t| 6 | chao | language | university | 他 | 來 | 有限公司 | r | columbia | 亦 | 台大 | 線上 | 優秀 | prof | 一切 | 爬山 | 所長 |
|---|
\n",
"\t| 7 | between | taiwan | min | 遊戲 | 會議 | 科技股份 | 視覺 | distinguished | 選舉 | 和 | 林軒 | 經理 | research | 不可或缺 | 攻城 | statistics |
|---|
\n",
"\t| 8 | skywatch | cloud | object | 探勘 | 黃 | telematics | user | university | foundi | 合作 | 他 | 運用 | computing | 事物 | 算 | 清水 |
|---|
\n",
"\t| 9 | national | working | sun | 大千 | 從仁 | 保送 | 交大 | dr | 推薦 | 產業 | 基礎 | 產業 | 香港中文大學 | 修剪 | 都 | association |
|---|
\n",
"\t| 10 | graphics | technologies | nthu | 空間 | 智慧 | 創辦 | group | computing | 崔殷豪 | 簡禎 | 技術顧問 | 網羅 | degree | 偏見 | 熱愛 | 期刊 |
|---|
\n",
"\n",
"
\n"
],
"text/latex": [
"\\begin{tabular}{r|llllllllllllllll}\n",
" & Topic 1 & Topic 2 & Topic 3 & Topic 4 & Topic 5 & Topic 6 & Topic 7 & Topic 8 & Topic 9 & Topic 10 & Topic 11 & Topic 12 & Topic 13 & Topic 14 & Topic 15 & Topic 16\\\\\n",
"\\hline\n",
"\t1 & chen & audrey & 數據 & 社會 & 他 & 致力 & 懷中 & research & 共同 & 產學 & 學習 & kkbox & big & 都 & 更 & 統計\\\\\n",
"\t2 & university & gv & 大 & 流行病學 & 臺灣大學 & & 許 & ibm & 用 & 製造 & 機器 & 華人 & king & 喜歡 & gogolook & 鄭\\\\\n",
"\t3 & research & perl & with & 社會科學 & 多項 & 化 & 以 & ieee & 創辦人 & 清華 & 副教授 & 產品 & sc & 現 & 各種 & statistical\\\\\n",
"\t4 & taiwan & first & 阿里巴巴 & 地理 & 巨量 & its & 多媒體 & big & r & 醫院 & 工程系 & 打造 & learning & chang & 數學 & 數學系\\\\\n",
"\t5 & ms & contributor & 集團 & 對 & 認知 & 創代 & 工作 & analytics & tw & 多項 & 田 & 屬於 & education & helen & 獅 & 加州大學\\\\\n",
"\t6 & chao & language & university & 他 & 來 & 有限公司 & r & columbia & 亦 & 台大 & 線上 & 優秀 & prof & 一切 & 爬山 & 所長\\\\\n",
"\t7 & between & taiwan & min & 遊戲 & 會議 & 科技股份 & 視覺 & distinguished & 選舉 & 和 & 林軒 & 經理 & research & 不可或缺 & 攻城 & statistics\\\\\n",
"\t8 & skywatch & cloud & object & 探勘 & 黃 & telematics & user & university & foundi & 合作 & 他 & 運用 & computing & 事物 & 算 & 清水\\\\\n",
"\t9 & national & working & sun & 大千 & 從仁 & 保送 & 交大 & dr & 推薦 & 產業 & 基礎 & 產業 & 香港中文大學 & 修剪 & 都 & association\\\\\n",
"\t10 & graphics & technologies & nthu & 空間 & 智慧 & 創辦 & group & computing & 崔殷豪 & 簡禎 & 技術顧問 & 網羅 & degree & 偏見 & 熱愛 & 期刊\\\\\n",
"\\end{tabular}\n"
],
"text/plain": [
" Topic 1 Topic 2 Topic 3 Topic 4 Topic 5 Topic 6 Topic 7\n",
"1 chen audrey 數據 社會 他 致力 懷中\n",
"2 university gv 大 流行病學 臺灣大學 許\n",
"3 research perl with 社會科學 多項 化 以\n",
"4 taiwan first 阿里巴巴 地理 巨量 its 多媒體\n",
"5 ms contributor 集團 對 認知 創代 工作\n",
"6 chao language university 他 來 有限公司 r\n",
"7 between taiwan min 遊戲 會議 科技股份 視覺\n",
"8 skywatch cloud object 探勘 黃 telematics user\n",
"9 national working sun 大千 從仁 保送 交大\n",
"10 graphics technologies nthu 空間 智慧 創辦 group\n",
" Topic 8 Topic 9 Topic 10 Topic 11 Topic 12 Topic 13 Topic 14\n",
"1 research 共同 產學 學習 kkbox big 都\n",
"2 ibm 用 製造 機器 華人 king 喜歡\n",
"3 ieee 創辦人 清華 副教授 產品 sc 現\n",
"4 big r 醫院 工程系 打造 learning chang\n",
"5 analytics tw 多項 田 屬於 education helen\n",
"6 columbia 亦 台大 線上 優秀 prof 一切\n",
"7 distinguished 選舉 和 林軒 經理 research 不可或缺\n",
"8 university foundi 合作 他 運用 computing 事物\n",
"9 dr 推薦 產業 基礎 產業 香港中文大學 修剪\n",
"10 computing 崔殷豪 簡禎 技術顧問 網羅 degree 偏見\n",
" Topic 15 Topic 16\n",
"1 更 統計\n",
"2 gogolook 鄭\n",
"3 各種 statistical\n",
"4 數學 數學系\n",
"5 獅 加州大學\n",
"6 爬山 所長\n",
"7 攻城 statistics\n",
"8 算 清水\n",
"9 都 association\n",
"10 熱愛 期刊"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"#'topic graphs'\n",
"#tfs = as.data.frame(termsForSave1, stringsAsFactors = F);tfs\n",
"tfs = as.data.frame(termsForSave2, stringsAsFactors = F);tfs\n",
"#tfs = as.data.frame(termsForSave3, stringsAsFactors = F);tfs\n",
"#tfs = as.data.frame(termsForSave4, stringsAsFactors = F);tfs"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"collapsed": false,
"slideshow": {
"slide_type": "slide"
}
},
"outputs": [
{
"data": {
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",
"image/svg+xml": [
"\n",
"\n"
],
"text/plain": [
"Plot with title “”"
]
},
"metadata": {
"image/svg+xml": {
"isolated": true
}
},
"output_type": "display_data"
}
],
"source": [
"adjacent_list = lapply(1:10, function(i) embed(tfs[,i], 2)[, 2:1]) \n",
"edgelist = as.data.frame(do.call(rbind, adjacent_list), stringsAsFactors =F)\n",
"topic = unlist(lapply(1:10, function(i) rep(i, 9)))\n",
"edgelist$topic = topic\n",
"g <-graph.data.frame(edgelist,directed=T )\n",
"l<-layout.fruchterman.reingold(g)\n",
"# edge.color=\"black\"\n",
"nodesize = centralization.degree(g)$res \n",
"V(g)$size = log( centralization.degree(g)$res )\n",
"\n",
"nodeLabel = V(g)$name\n",
"E(g)$color = unlist(lapply(sample(colors()[26:137], 10), function(i) rep(i, 9)));#unique(E(g)$color)\n",
"\n",
"#png( paste(getwd(), \"/images/topic_graph_gibbs.png\", sep=\"\"), width=10, height=10, units=\"in\", res=700)\n",
"plot(g, vertex.label= nodeLabel, edge.curved=TRUE, vertex.label.cex =1.25, edge.arrow.size=0.2, layout=l)\n",
"#dev.off()"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
""
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### 下面為上手連結\n",
"[Ref 1: 宋詞主題分析](http://computational-communication.com/post/wen-ben-wa-jue/2013-09-27-topic-modeling-of-song-peom) \n",
"[Ref 2: JiebaR](http://qinwenfeng.com/jiebaR/index.html) \n",
"[Ref 3: 主題模型函數- 朱雪寧](http://cos.name/2013/08/something_about_weibo/) "
]
}
],
"metadata": {
"celltoolbar": "Slideshow",
"kernelspec": {
"display_name": "R",
"language": "R",
"name": "ir"
},
"language_info": {
"codemirror_mode": "r",
"file_extension": ".r",
"mimetype": "text/x-r-source",
"name": "R",
"pygments_lexer": "r",
"version": "3.2.1"
}
},
"nbformat": 4,
"nbformat_minor": 0
}