dawn-bench-models/tensorflow/SQuAD/cnn_dm/eda.ipynb
Deepak Narayanan b7e1e0fa0f First commit
2017-08-17 11:43:17 -07:00

359 lines
62 KiB
Text

{
"cells": [
{
"cell_type": "code",
"execution_count": 22,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"100%|██████████| 3198/3198 [00:12<00:00, 264.62it/s]\n"
]
}
],
"source": [
"import os\n",
"import nltk\n",
"import re\n",
"\n",
"from collections import Counter\n",
"\n",
"from tqdm import tqdm\n",
"\n",
"root_dir = \"/Users/minjoons/data/cnn/questions\"\n",
"data_dir = os.path.join(root_dir, \"test\")\n",
"\n",
"char_counter = Counter()\n",
"word_counter = Counter()\n",
"ent_counter = Counter()\n",
"max_num_words = 0\n",
"max_num_ques_words = 0\n",
"max_num_sents = 0\n",
"max_num_words_per_sent = 0\n",
"max_num_chars = 0\n",
"\n",
"nums_words = []\n",
"nums_ques_words = []\n",
"nums_sents = []\n",
"nums_words_per_sent = []\n",
"nums_chars = []\n",
"nums_entities = []\n",
"\n",
"sent_tokenize = lambda x: re.split(\"[.!?]\", x)\n",
"sent_tokenize = nltk.sent_tokenize\n",
"\n",
"num_ques = len(list(os.listdir(data_dir)))\n",
"\n",
"cand_set= set()\n",
"\n",
"for path in tqdm(os.listdir(data_dir), total=num_ques):\n",
" if path.endswith(\".question\"):\n",
" with open(os.path.join(data_dir, path), 'r') as fh:\n",
" url = fh.readline().strip()\n",
" _ = fh.readline()\n",
" para = fh.readline().strip()\n",
" _ = fh.readline()\n",
" ques = fh.readline().strip()\n",
" _ = fh.readline()\n",
" answer = fh.readline().strip()\n",
" _ = fh.readline()\n",
" cands = list(line.strip() for line in fh)\n",
" cand_ents, cand_names = zip(*[cand.split(\":\") for cand in cands])\n",
" cand_set = cand_set | set(cand_names)\n",
" words = para.split(\" \")\n",
" sents = sent_tokenize(para)\n",
" wordss = list(sent.split(\" \") for sent in sents)\n",
" ques_words = ques.split(\" \")\n",
" \n",
" ents = [word for word in words if word.startswith(\"@\")]\n",
" num_ents = len(ents)\n",
" \n",
" nums_entities.append(num_ents)\n",
" nums_words.append(len(words))\n",
" nums_ques_words.append(len(ques_words))\n",
" nums_sents.append(len(sents))\n",
" nums_words_per_sent.extend(map(len, wordss))\n",
" nums_chars.extend(map(len, words))\n",
" \n",
" for word in ques_words:\n",
" if word.startswith(\"@\"):\n",
" ent_counter[word] += 1\n",
" else:\n",
" word_counter[word] += 1\n",
" for c in word:\n",
" char_counter[c] += 1\n",
" \n",
" for word in words:\n",
" if word.startswith(\"@\"):\n",
" ent_counter[word] += 1\n",
" else:\n",
" word_counter[word] += 1\n",
" for c in word:\n",
" char_counter[c] += 1"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"(22747, 465, 77, 12465)"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"len(word_counter), len(ent_counter), len(char_counter), len(cand_set)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"(1989, 37, 122, 443, 24)"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"max_num_words, max_num_ques_words, max_num_sents, max_num_words_per_sent, max_num_chars"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"['hello', ' Wow', ' Hmm', '']"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import re\n",
"re.split(\"[.!?]\", \"hello. Wow! Hmm?\")\n"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
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OO3DhhaEjEZF0UNKXfcrKoGdPaNUKvvnN0NGISDoo6Qt798KECX7S9txzfefMOnpniOQl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\niRAlfRGRCFHSFxGJkP8HWh63bv3V45sAAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x10c247128>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"counter = Counter(nums_words)\n",
"values = list(counter.values())\n",
"plt.plot(list(counter.keys()), np.cumsum(values)/sum(values))\n",
"plt.show()\n",
"# plt.hist(nums_words)\n",
"# plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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8ZGRm1ni5DYTudyq7h2Bm1lhVA0FSu6RVktZJWivpprR9nKQVkjZKelTS2JJtFkjaLGmD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\nKgXY9oUcA04AAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x10e956438>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"\n",
"counter = Counter(nums_words_per_sent)\n",
"plt.plot(list(counter.keys()), list(counter.values()))\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<matplotlib.figure.Figure at 0x10e94a6d8>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.hist(nums_sents)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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/s+u8Llofq31qZp1m9mj0f+ZpM/unaH1s9ucYNcZqX2Z8dktUz7LoeeX2pbtP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\nJqLQFxFpIgp9EZEm8v8BFfxqFwpqM18AAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x107dc1a58>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"%matplotlib inline\n",
"counter = Counter(nums_entities)\n",
"plt.plot(list(counter.keys()), list(counter.values()))\n",
"plt.show()\n"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<matplotlib.figure.Figure at 0x10fb574a8>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"%matplotlib inline\n",
"counter = Counter(nums_entities)\n",
"keys = sorted(counter.keys())\n",
"values = [counter[key] for key in keys]\n",
"plt.plot(keys, np.cumsum(values)/sum(values))\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<matplotlib.figure.Figure at 0x10e922668>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"%matplotlib inline\n",
"counter = Counter(nums_ques_words)\n",
"keys = sorted(counter.keys())\n",
"values = [counter[key] for key in keys]\n",
"plt.plot(keys, np.cumsum(values)/sum(values))\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.5.1"
}
},
"nbformat": 4,
"nbformat_minor": 0
}