{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Concrete solutions to real problems\n", "## An NLP workshop by Emmanuel Ameisen [(@EmmanuelAmeisen)](https://twitter.com/EmmanuelAmeisen), from Insight AI" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "While there exist a wealth of elaborate and abstract NLP techniques, clustering and classification should always be in our toolkit as the first techniques to use when dealing with this kind of data. In addition to being amongst some of the easiest to scale in production, their ease of use can quickly help business address a set of applied problems:\n", "\n", "- How do you automatically make the distinction between different categories of sentences?\n", "- How can you find sentences in a dataset that are most similar to a given one?\n", "- How can you extract a rich and concise representation that can then be used for a range of other tasks?\n", "- Most importantly, how do you find quickly whether these tasks are possible on your dataset at all?\n", "\n", "While there is a vast amount of resources on classical Machine Learning, or Deep Learning applied to images, I've found that there is a lack of clear, simple guides as to what to do when one wants to find a meaningful representation for sentences (in order to classify them or group them together for examples). Here is my attempt below." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## It starts with data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Our Dataset: Disasters on social media\n", "Contributors looked at over 10,000 tweets retrieved with a variety of searches like “ablaze”, “quarantine”, and “pandemonium”, then noted whether the tweet referred to a disaster event (as opposed to a joke with the word or a movie review or something non-disastrous). Thank you [Crowdflower](https://www.crowdflower.com/data-for-everyone/).\n", "\n", "### Why it matters\n", "We will try to correctly predict tweets that are about disasters. This is a very relevant problem, because:\n", "- It is actionable to anybody trying to get signal from noise (such as police departments in this case)\n", "- It is tricky because relying on keywords is harder than in most cases like spam" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import sklearn\n", "import keras\n", "import nltk\n", "import pandas as pd\n", "import numpy as np\n", "import re\n", "import codecs" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sanitizing input\n", "Let's make sure our tweets only have characters we want. We remove '#' characters but keep the words after the '#' sign because they might be relevant (eg: #disaster)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "input_file = codecs.open(\"socialmedia_relevant_cols.csv\", \"r\",encoding='utf-8', errors='replace')\n", "output_file = open(\"socialmedia_relevant_cols_clean.csv\", \"w\")\n", "\n", "def sanitize_characters(raw, clean): \n", " for line in input_file:\n", " out = line\n", " output_file.write(line)\n", "sanitize_characters(input_file, output_file)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Let's inspect the data\n", "It looks solid, but we don't really need urls, and we would like to have our words all lowercase (Hello and HELLO are pretty similar for our task)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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textchoose_oneclass_label
0Just happened a terrible car crashRelevant1
1Our Deeds are the Reason of this #earthquake M...Relevant1
2Heard about #earthquake is different cities, s...Relevant1
3there is a forest fire at spot pond, geese are...Relevant1
4Forest fire near La Ronge Sask. CanadaRelevant1
\n", "
" ], "text/plain": [ " text choose_one class_label\n", "0 Just happened a terrible car crash Relevant 1\n", "1 Our Deeds are the Reason of this #earthquake M... Relevant 1\n", "2 Heard about #earthquake is different cities, s... Relevant 1\n", "3 there is a forest fire at spot pond, geese are... Relevant 1\n", "4 Forest fire near La Ronge Sask. Canada Relevant 1" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "questions = pd.read_csv(\"socialmedia_relevant_cols_clean.csv\")\n", "questions.columns=['text', 'choose_one', 'class_label']\n", "questions.head()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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textchoose_oneclass_label
108541.3 #Earthquake in 9Km Ssw Of Anza California ...Relevant1
10855Evacuation order lifted for town of Roosevelt:...Relevant1
10856See the 16yr old PKK suicide bomber who detona...Relevant1
10857To conference attendees! The blue line from th...Relevant1
10858The death toll in a #IS-suicide car bombing on...Relevant1
\n", "
" ], "text/plain": [ " text choose_one \\\n", "10854 1.3 #Earthquake in 9Km Ssw Of Anza California ... Relevant \n", "10855 Evacuation order lifted for town of Roosevelt:... Relevant \n", "10856 See the 16yr old PKK suicide bomber who detona... Relevant \n", "10857 To conference attendees! The blue line from th... Relevant \n", "10858 The death toll in a #IS-suicide car bombing on... Relevant \n", "\n", " class_label \n", "10854 1 \n", "10855 1 \n", "10856 1 \n", "10857 1 \n", "10858 1 " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "questions.tail()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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class_label
count10859.000000
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" ], "text/plain": [ " class_label\n", "count 10859.000000\n", "mean 0.431808\n", "std 0.498317\n", "min 0.000000\n", "25% 0.000000\n", "50% 0.000000\n", "75% 1.000000\n", "max 2.000000" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "questions.describe()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's use a few regular expressions to clean up pour data, and save it back to disk for future use" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
textchoose_oneclass_label
0just happened a terrible car crashRelevant1
1our deeds are the reason of this earthquake m...Relevant1
2heard about earthquake is different cities, s...Relevant1
3there is a forest fire at spot pond, geese are...Relevant1
4forest fire near la ronge sask canadaRelevant1
\n", "
" ], "text/plain": [ " text choose_one class_label\n", "0 just happened a terrible car crash Relevant 1\n", "1 our deeds are the reason of this earthquake m... Relevant 1\n", "2 heard about earthquake is different cities, s... Relevant 1\n", "3 there is a forest fire at spot pond, geese are... Relevant 1\n", "4 forest fire near la ronge sask canada Relevant 1" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "def standardize_text(df, text_field):\n", " df[text_field] = df[text_field].str.replace(r\"http\\S+\", \"\")\n", " df[text_field] = df[text_field].str.replace(r\"http\", \"\")\n", " df[text_field] = df[text_field].str.replace(r\"@\\S+\", \"\")\n", " df[text_field] = df[text_field].str.replace(r\"[^A-Za-z0-9(),!?@\\'\\`\\\"\\_\\n]\", \" \")\n", " df[text_field] = df[text_field].str.replace(r\"@\", \"at\")\n", " df[text_field] = df[text_field].str.lower()\n", " return df\n", "\n", "questions = standardize_text(questions, \"text\")\n", "\n", "questions.to_csv(\"clean_data.csv\")\n", "questions.head()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Unnamed: 0textchoose_oneclass_label
10854108541 3 earthquake in 9km ssw of anza california ...Relevant1
1085510855evacuation order lifted for town of rooseveltRelevant1
1085610856see the 16yr old pkk suicide bomber who detona...Relevant1
1085710857to conference attendees! the blue line from th...Relevant1
1085810858the death toll in a is suicide car bombing on...Relevant1
\n", "
" ], "text/plain": [ " Unnamed: 0 text \\\n", "10854 10854 1 3 earthquake in 9km ssw of anza california ... \n", "10855 10855 evacuation order lifted for town of roosevelt \n", "10856 10856 see the 16yr old pkk suicide bomber who detona... \n", "10857 10857 to conference attendees! the blue line from th... \n", "10858 10858 the death toll in a is suicide car bombing on... \n", "\n", " choose_one class_label \n", "10854 Relevant 1 \n", "10855 Relevant 1 \n", "10856 Relevant 1 \n", "10857 Relevant 1 \n", "10858 Relevant 1 " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "clean_questions = pd.read_csv(\"clean_data.csv\")\n", "clean_questions.tail()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Data Overview" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's look at our class balance." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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Unnamed: 0textchoose_one
class_label
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" ], "text/plain": [ " Unnamed: 0 text choose_one\n", "class_label \n", "0 6186 6186 6186\n", "1 4657 4657 4657\n", "2 16 16 16" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "clean_questions.groupby(\"class_label\").count()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see our classes are pretty balanced, with a slight oversampling of the \"Irrelevant\" class." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Our data is clean, now it needs to be prepared\n", "Now that our inputs are more reasonable, let's transform our inputs in a way our model can understand. This implies:\n", "- Tokenizing sentences to a list of separate words\n", "- Creating a train test split\n", "- Inspecting our data a little more to validate results" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Unnamed: 0textchoose_oneclass_labeltokens
00just happened a terrible car crashRelevant1[just, happened, a, terrible, car, crash]
11our deeds are the reason of this earthquake m...Relevant1[our, deeds, are, the, reason, of, this, earth...
22heard about earthquake is different cities, s...Relevant1[heard, about, earthquake, is, different, citi...
33there is a forest fire at spot pond, geese are...Relevant1[there, is, a, forest, fire, at, spot, pond, g...
44forest fire near la ronge sask canadaRelevant1[forest, fire, near, la, ronge, sask, canada]
\n", "
" ], "text/plain": [ " Unnamed: 0 text choose_one \\\n", "0 0 just happened a terrible car crash Relevant \n", "1 1 our deeds are the reason of this earthquake m... Relevant \n", "2 2 heard about earthquake is different cities, s... Relevant \n", "3 3 there is a forest fire at spot pond, geese are... Relevant \n", "4 4 forest fire near la ronge sask canada Relevant \n", "\n", " class_label tokens \n", "0 1 [just, happened, a, terrible, car, crash] \n", "1 1 [our, deeds, are, the, reason, of, this, earth... \n", "2 1 [heard, about, earthquake, is, different, citi... \n", "3 1 [there, is, a, forest, fire, at, spot, pond, g... \n", "4 1 [forest, fire, near, la, ronge, sask, canada] " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from nltk.tokenize import RegexpTokenizer\n", "\n", "tokenizer = RegexpTokenizer(r'\\w+')\n", "\n", "clean_questions[\"tokens\"] = clean_questions[\"text\"].apply(tokenizer.tokenize)\n", "clean_questions.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Inspecting our dataset a little more" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "154484 words total, with a vocabulary size of 18095\n", "Max sentence length is 34\n" ] } ], "source": [ "from keras.preprocessing.text import Tokenizer\n", "from keras.preprocessing.sequence import pad_sequences\n", "from keras.utils import to_categorical\n", "\n", "all_words = [word for tokens in clean_questions[\"tokens\"] for word in tokens]\n", "sentence_lengths = [len(tokens) for tokens in clean_questions[\"tokens\"]]\n", "VOCAB = sorted(list(set(all_words)))\n", "print(\"%s words total, with a vocabulary size of %s\" % (len(all_words), len(VOCAB)))\n", "print(\"Max sentence length is %s\" % max(sentence_lengths))" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "\n", "fig = plt.figure(figsize=(10, 10)) \n", "plt.xlabel('Sentence length')\n", "plt.ylabel('Number of sentences')\n", "plt.hist(sentence_lengths)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## On to the Machine Learning\n", "Now that our data is clean and prepared, let's dive in to the machine learning part." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Enter embeddings\n", " Machine Learning on images can use raw pixels as inputs. Fraud detection algorithms can use customer features. What can NLP use?\n", " \n", "A natural way to represent text for computers is to encode each character individually, this seems quite inadequate to represent and understand language. Our goal is to first create a useful embedding for each sentence (or tweet) in our dataset, and then use these embeddings to accurately predict the relevant category.\n", "\n", "The simplest approach we can start with is to use a bag of words model, and apply a logistic regression on top. A bag of words just associates an index to each word in our vocabulary, and embeds each sentence as a list of 0s, with a 1 at each index corresponding to a word present in the sentence." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bag of Words Counts" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "from sklearn.model_selection import train_test_split\n", "from sklearn.feature_extraction.text import CountVectorizer, TfidfVectorizer\n", "\n", "def cv(data):\n", " count_vectorizer = CountVectorizer()\n", "\n", " emb = count_vectorizer.fit_transform(data)\n", "\n", " return emb, count_vectorizer\n", "\n", "list_corpus = clean_questions[\"text\"].tolist()\n", "list_labels = clean_questions[\"class_label\"].tolist()\n", "\n", "X_train, X_test, y_train, y_test = train_test_split(list_corpus, list_labels, test_size=0.2, \n", " random_state=40)\n", "\n", "X_train_counts, count_vectorizer = cv(X_train)\n", "X_test_counts = count_vectorizer.transform(X_test)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualizing the embeddings\n", "Now that we've created embeddings, let's visualize them and see if we can identify some structure. In a perfect world, our embeddings would be so distinct that are two classes would be perfectly separated. Since visualizing data in 20k dimensions is hard, let's project it down to 2." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from sklearn.decomposition import PCA, TruncatedSVD\n", "import matplotlib\n", "import matplotlib.patches as mpatches\n", "\n", "\n", "def plot_LSA(test_data, test_labels, savepath=\"PCA_demo.csv\", plot=True):\n", " lsa = TruncatedSVD(n_components=2)\n", " lsa.fit(test_data)\n", " lsa_scores = lsa.transform(test_data)\n", " color_mapper = {label:idx for idx,label in enumerate(set(test_labels))}\n", " color_column = [color_mapper[label] for label in test_labels]\n", " colors = ['orange','blue','blue']\n", " if plot:\n", " plt.scatter(lsa_scores[:,0], lsa_scores[:,1], s=8, alpha=.8, c=test_labels, cmap=matplotlib.colors.ListedColormap(colors))\n", " red_patch = mpatches.Patch(color='orange', label='Irrelevant')\n", " green_patch = mpatches.Patch(color='blue', label='Disaster')\n", " plt.legend(handles=[red_patch, green_patch], prop={'size': 30})\n", "\n", "\n", "fig = plt.figure(figsize=(16, 16)) \n", "plot_LSA(X_train_counts, y_train)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These embeddings don't look very cleanly separated. Let's see if we can still fit a useful model on them." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Fitting a classifier\n", "Starting with a logistic regression is a good idea. It is simple, often gets the job done, and is easy to interpret." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "from sklearn.linear_model import LogisticRegression\n", "\n", "clf = LogisticRegression(C=30.0, class_weight='balanced', solver='newton-cg', \n", " multi_class='multinomial', n_jobs=-1, random_state=40)\n", "clf.fit(X_train_counts, y_train)\n", "\n", "y_predicted_counts = clf.predict(X_test_counts)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Evaluation\n", "Let's start by looking at some metrics to see if our classifier performed well at all." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "accuracy = 0.761, precision = 0.758, recall = 0.761, f1 = 0.759\n" ] } ], "source": [ "from sklearn.metrics import accuracy_score, f1_score, precision_score, recall_score, classification_report\n", "\n", "def get_metrics(y_test, y_predicted): \n", " # true positives / (true positives+false positives)\n", " precision = precision_score(y_test, y_predicted, pos_label=None,\n", " average='weighted') \n", " # true positives / (true positives + false negatives)\n", " recall = recall_score(y_test, y_predicted, pos_label=None,\n", " average='weighted')\n", " \n", " # harmonic mean of precision and recall\n", " f1 = f1_score(y_test, y_predicted, pos_label=None, average='weighted')\n", " \n", " # true positives + true negatives/ total\n", " accuracy = accuracy_score(y_test, y_predicted)\n", " return accuracy, precision, recall, f1\n", "\n", "accuracy, precision, recall, f1 = get_metrics(y_test, y_predicted_counts)\n", "print(\"accuracy = %.3f, precision = %.3f, recall = %.3f, f1 = %.3f\" % (accuracy, precision, recall, f1))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Inspection\n", "A metric is one thing, but in order to make an actionnable decision, we need to actually inspect the kind of mistakes our classifier is making. Let's start by looking at the confusion matrix." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import itertools\n", "from sklearn.metrics import confusion_matrix\n", "\n", "def plot_confusion_matrix(cm, classes,\n", " normalize=False,\n", " title='Confusion matrix',\n", " cmap=plt.cm.winter):\n", " if normalize:\n", " cm = cm.astype('float') / cm.sum(axis=1)[:, np.newaxis]\n", " plt.imshow(cm, interpolation='nearest', cmap=cmap)\n", " plt.title(title, fontsize=30)\n", " plt.colorbar()\n", " tick_marks = np.arange(len(classes))\n", " plt.xticks(tick_marks, classes, fontsize=20)\n", " plt.yticks(tick_marks, classes, fontsize=20)\n", " \n", " fmt = '.2f' if normalize else 'd'\n", " thresh = cm.max() / 2.\n", "\n", " for i, j in itertools.product(range(cm.shape[0]), range(cm.shape[1])):\n", " plt.text(j, i, format(cm[i, j], fmt), horizontalalignment=\"center\", \n", " color=\"white\" if cm[i, j] < thresh else \"black\", fontsize=40)\n", " \n", " plt.tight_layout()\n", " plt.ylabel('True label', fontsize=30)\n", " plt.xlabel('Predicted label', fontsize=30)\n", "\n", " return plt" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "[[975 240 1]\n", " [272 677 0]\n", " [ 3 4 0]]\n" ] } ], "source": [ "cm = confusion_matrix(y_test, y_predicted_counts)\n", "fig = plt.figure(figsize=(10, 10))\n", "plot = plot_confusion_matrix(cm, classes=['Irrelevant','Disaster','Unsure'], normalize=False, title='Confusion matrix')\n", "plt.show()\n", "print(cm)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our classifier never predicts class 3, which is not surprising, seeing as it is critically undersampled. This is not very important here, as the label is not very meaningful. Our classifier creates more false negatives than false positives (proportionally). Depending on the use case, this seems desirable (a false positive is quite a high cost for law enforcement for example).\n", "\n", "### Further inspection\n", "Let's look at the features our classifier is using to make decisions." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "def get_most_important_features(vectorizer, model, n=5):\n", " index_to_word = {v:k for k,v in vectorizer.vocabulary_.items()}\n", " \n", " # loop for each class\n", " classes ={}\n", " for class_index in range(model.coef_.shape[0]):\n", " word_importances = [(el, index_to_word[i]) for i,el in enumerate(model.coef_[class_index])]\n", " sorted_coeff = sorted(word_importances, key = lambda x : x[0], reverse=True)\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", "\n", "importance = get_most_important_features(count_vectorizer, clf, 10)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def plot_important_words(top_scores, top_words, bottom_scores, bottom_words, name):\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", " \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", " fig = plt.figure(figsize=(10, 10)) \n", "\n", " plt.subplot(121)\n", " plt.barh(y_pos,bottom_scores, align='center', alpha=0.5)\n", " plt.title('Irrelevant', 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.subplot(122)\n", " plt.barh(y_pos,top_scores, align='center', alpha=0.5)\n", " plt.title('Disaster', 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", " plt.subplots_adjust(wspace=0.8)\n", " plt.show()\n", "\n", "top_scores = [a[0] for a in importance[1]['tops']]\n", "top_words = [a[1] for a in importance[1]['tops']]\n", "bottom_scores = [a[0] for a in importance[1]['bottom']]\n", "bottom_words = [a[1] for a in importance[1]['bottom']]\n", "\n", "plot_important_words(top_scores, top_words, bottom_scores, bottom_words, \"Most important words for relevance\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our classifier correctly picks up on some patterns (hiroshima, massacre), but clearly seems to be overfitting on some irellevant terms (heyoo, x1392)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### TFIDF Bag of Words\n", "Let's try a slightly more subtle approach. On top of our bag of words model, we use a TF-IDF (Term Frequency, Inverse Document Frequency) which means weighing words by how frequent they are in our dataset, discounting words that are too frequent, as they just add to the noise." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "def tfidf(data):\n", " tfidf_vectorizer = TfidfVectorizer()\n", "\n", " train = tfidf_vectorizer.fit_transform(data)\n", "\n", " return train, tfidf_vectorizer\n", "\n", "X_train_tfidf, tfidf_vectorizer = tfidf(X_train)\n", "X_test_tfidf = tfidf_vectorizer.transform(X_test)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(16, 16)) \n", "plot_LSA(X_train_tfidf, y_train)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These embeddings look much more separated, let's see if it leads to better performance." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "clf_tfidf = LogisticRegression(C=30.0, class_weight='balanced', solver='newton-cg', \n", " multi_class='multinomial', n_jobs=-1, random_state=40)\n", "clf_tfidf.fit(X_train_tfidf, y_train)\n", "\n", "y_predicted_tfidf = clf_tfidf.predict(X_test_tfidf)" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "accuracy = 0.760, precision = 0.757, recall = 0.760, f1 = 0.758\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/sklearn/metrics/_classification.py:1221: UndefinedMetricWarning: Precision is ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", " _warn_prf(average, modifier, msg_start, len(result))\n" ] } ], "source": [ "accuracy_tfidf, precision_tfidf, recall_tfidf, f1_tfidf = get_metrics(y_test, y_predicted_tfidf)\n", "print(\"accuracy = %.3f, precision = %.3f, recall = %.3f, f1 = %.3f\" % (accuracy_tfidf, precision_tfidf, \n", " recall_tfidf, f1_tfidf))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The results are a little better, let's see if they translate to an actual difference in our use case." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "TFIDF confusion matrix\n", "[[966 250 0]\n", " [265 684 0]\n", " [ 3 4 0]]\n", "BoW confusion matrix\n", "[[975 240 1]\n", " [272 677 0]\n", " [ 3 4 0]]\n" ] } ], "source": [ "cm2 = confusion_matrix(y_test, y_predicted_tfidf)\n", "fig = plt.figure(figsize=(10, 10))\n", "plot = plot_confusion_matrix(cm2, classes=['Irrelevant','Disaster','Unsure'], normalize=False, title='Confusion matrix')\n", "plt.show()\n", "print(\"TFIDF confusion matrix\")\n", "print(cm2)\n", "print(\"BoW confusion matrix\")\n", "print(cm)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our False positives have decreased, as this model is more conservative about choosing the positive class." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Looking at important coefficients for linear regression\n", "Insert details here" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "importance_tfidf = get_most_important_features(tfidf_vectorizer, clf_tfidf, 10)" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "image/png": 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OYKgZLcmZSc4cdTskaTZLMi9JjbodGj2DocaVpOwklq3+HM8bdTskzQ5j/fbA7bokC5Mcl+QLSf4lyaqjbudUJNmkH8vcUbdlZbHaqBsgSZKm1X/1+1WBOwMPAV4GvAqYn+SlVbVgaJuXA3dYbi3UjGUwlCRpFqmqvYeXJbkb8D/AC4CfJZlTVRcNbHP28muhZjKnkjVpg0P6STZLckiSi5LcnGS7xa0fqOepSX6Y5OI+1fGXJB9NcucptufFSY5M8o8k1yY5Jcl/JllzoMw9k9yU5A+LqOdHvd1bDCzbNcm3kvw1yTVJLk/y6yS7TFDHvF7HaknemeS0fmznJNknyRpDdY9N0287NPWz91SeA0majKq6EHgRMA+4N/DOwfXjnWOY5hVJftOnpK/tfdpPkuw8VPZJSfZPcnLvL69JclKS9yRZa7g9Se6UZK9e5vIkV/TXgkOSPLKX2Rs4o2/yiqG+cteh+ib9ujJ27nqSdZJ8ov98g/1v44ihlsSmwG+BBcDBwD8Bl09mfZL3AHsDlwCHARcBDwPeAjwtyWOrarCucSU5ANgNOBf4FvAPYGvgfcD2SXaoqhur6rwkPwOekuShVfXHoXo2AnYAjq2qkwZWfRb4E/BL4G/AXYGnAf+X5IFVtdcETfsK8ETgR/2Ynwa8FdiwtxfgeNpUz3uAs4C5A9vPW9yxS9KSqKqbk7wf2A54cZI9qmpR55J/AHgHLZx9HbgM2Ah4FG3k8ZCBsm8DHgT8BvgBsBbweFp/v12SJ1fVTdACJ/Bj4HHA0cAXgBuBewFPAn4FHEvrD+8M7A6cAHxnYH/Hj/2whK8rawBHAHcBfkrrr89AUFXevN3uBlT787jNsk3GlgMfHGebxa1/Ul/3G+DOQ+t27ev2HVp+JnDmBGUPBf5paN3efd3uA8te3Jd9bJw2/Udf9+9Dyzcdp+wawM+BG4B7Dq2b1+s5FrjLwPK1gdOBm4C7j/Mczxv179qbN2+z4zZevz1OmTV7H1bAfQeWzxunz/877c33HcapZ/2hx/cDMk659/V97Tyw7KF92bfHKb8KsN7A47HXlbkTHM+Svq4U8DNg7VH/3mbazalkLYkLufXk5qms/3/9/tVV9Y/BFVU1l/YO8KWT2P/utHeXr6yqa4bWvY/WmQ3W8x3aO92X5vZX5L2C1kl+dag9fxneaVVdD3yaNtK+/QRte1tVXTKwzVW0UdNVgDmLPCpJWsaq6jpaHwmwwSQ2uYH2xna4nouHHv+1euoasm+/f+o464b7b6rq5qq6dBLtGrM0rytv7n20BjiVrCVxQu9cprr+sbRO5gVJXjDO+jWADZLctar+Ps56ktwB2BK4GHhTm5G4neuAzcceVNU1Sb4OvJrWOf2w1/VI2tV63x7u5JJsTJsa2R7YmDYdPuie4+0YmD/OsnP6/XoTbCNJy9NYx7m4jyQ7GPh34OTeh/4COLqqLrtdhcnatDftzwU2A+40sB+4bZ95Mi2wvTjJfYDvAkcB8/sb8KlY0teVa4ETp7ivlYLBUEvigiVcf1fa39x7FrP9Hbn1He2w9WidzQaTqGfQXFowfAU9GPafAb40WDDJ/YDf9X39inb+yWW0d82b9O3WZBzD71i7G/v9CvX5YZJmn34hyF36w4WLKb4H8Ffa+dFv77cbk/yQNtp2eq9zddr5eo8GTqKde7iQFtig9dW39JlVdVOSfwbeDTwf2KevuiLJl4B3VNWVkzykJX1duWiCEc6VnsFQS2Jx/0wTrb8MWKWq7jLB+skYe6f6h6raarIbVdVvkpwGPKtfpXYV7dzDi7k1KI7Zk9bZ7NanIm6R5MXcGiglaUXzBNpr/4VVdeaiCla7WOSTwCeTbNi3fRHtwpOHJHlInx16Ni0Uzq2q3Qbr6Bf43S609eniPYA9ktwf2BZ4LfBG2gUnL5vk8Szp64qhcAKeY6jl6RhgvSQPWdIK+rvIP9E6pal2BF+iXSm3M/B0YH3gK1V1w1C5+/f7b41Tx7ZT3Oei3IyjiJKWkySrAO/qD78ylW2r6qKqOrSqXkgbHdwUGPuIr7E+89BxNl1sn1lVp1fVF3vZK2lBc8zY+Y0T9ZVL/bqi2zIYankaOwn5f5PcY3hlkrWTbD2Jej5BO2/kgAk+o2q9JOONJn6ZFsZe3m9w24+KGXNmv99uqN6nAv86ifZN1t9pnycmSctUH/H7Gq1fOxv44GLKr5nk8eMsX51bp6Kv7vdn9vvthsrej1uniQeX37evG7Yebcp58KKUS2mjextP0NTpel1R51Sylpuq+nmStwMfAk7r56mcQTv34z60d4tHATsupp4D+oUjbwD+kuQntI7uLsB9gW2AA4HXDW13TpIjaReU3Aj8sarG++Drz9DOqflGkm8C59PeGe9I+yyvncfZZkn8HHhRku8Dx9HOx/llVf1ymuqXtBIa+KDmVbj1K/GeQHtD/TvgpcMX3I3jn4CjkpxO+xius2gzLjvQLu77XlWd0st+n/axXHsmeSjwB1qQewbtMw2HQ92WwKFJfg+cQutjN6CNFK7OQJisqiuT/BZ4YpKDaZ+Pe1Pf/4nT9bqiWxkMtVxV1T5Jfk37iIEn0DqCy4DzgP2Z5PRGVf1bkh/Rwt+TaZ3fJbSA+FHgoAk2nUsLhqsxdNHJQN0nJnkS8H7alPNqtA9X3Yn2QdrTFQx3p70T3p72Qdir0D7mx2AoaWmMndN3PXAFLdR9mXZ6zE+r6uZJ1HEV7ZMZnkT7IOrn9Lr+ArweOGCsYFVd1S8m+TBt1PCJtItW3keb4RnuM+f3stvSAtt6tItVjgX+u6p+NFT+ZbSRwR1p54aH9vmKJ/b9T8vripp4UY4kSZLAcwwlSZLUGQwlSZIEGAwlSZLUGQwlSZIEeFXytFh//fVrk002GXUzpBnn2GOPvbiqNhh1O7Rysm+WxreovtlgOA022WQT5s+fP+pmSDNOkrNG3QatvOybpfEtqm92KlmSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEmAwVCSJEmdwVCSJEkArDbqBqxM9j18waibIEkrjQsvv9Z+VyudPXbYbKm2d8RQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQklYoSeYl2W9J109TG/ZOctLSlpE086w26gZIkqbVTsANo24E8DHgf0bdCElTYzCUpFmkqi5Z1Poka1TV9cuhHVcCVy7r/UiaXrNqKjnJNkmOSXJlksuS/C7JFn3d45L8IsnVSc5L8tkk6wxsmyRvTfKXJNck+WOSXUZ3NJI0oVWSfDDJxUkuSvKxJKvA7aeSk5zZp3UPSPIP4OC+fKfez12X5Jwk70qSge12SnJi7w8v6f3n3QYbkeRFvc+8Isl3kqw/sO42U8lJ5iY5LMnbklzQ++gPJ1mll72oL3/b0D727O24qvfdX0hy52l+PiV1syYYJlkN+C5wFLAl8Bjgk8BNSR4K/BT4Xl+3E/Bw4ICBKt4PvAr4N+DBwIeAzyd5+gT7e02S+UnmL1y4cFkckiRN5KXAjcDjgDcCbwJ2XkT5PYFTgTnAO5M8EvgGcCjwUODtwDt6XSS5O/A14EvA5sA2wP8N1blJ3+dzgacAjwA+sJh2bwPcF9gOeB3wVuCHwJrAE4C9gQ/39o25uR/fQ4CXAI9mEVPUg33zVZddupjmSBo2m6aS1wHuDHy/qv7Sl50KkOTLwCFV9fGxwkleD/whyYbAVbSO8ylV9ate5Iwkj6YFxR8M76yq9gf2B5gzZ04tkyOSpPGdXFXv7j8vSPJqYHvgqxOU/0VVfWTsQZKD+7L3DNTxAOBttNB1D2B14JtVdVYvM3whyWrArlV1Wa9zf2C3xbT7MuDfquom4NQkbwY2qqodB9rxduBJwLEAVfXJge3PTPJW4LtJXlFVNw/vYLBvvvdmW9g3S1M0a4JhVV2SZC7wkyQ/B35O69TOBh4J3D/J4DvqsSmTTWnvvNcCfpxksCNZHThzWbddkqboxKHH5wMbLqL8/KHHm3P7N7xHAe/pp9icAPwMOCnJT/vP36yqwemRs8ZC4STbAC3Q3jTw+ELgH0NlLhysJ8k/00YzNwfWBVYF1gDu3vcpaRrNmqlkgKrajTaF/EvgWcCfkzyVdpxfoE0fj922BB4AHM+tz8Mzh8o8hDZFIkkzyfBVx8Wi+/OrplB39fD2lH47kXaazWlJtlyKNky0zYT1JLkPLcCeAryA9ib/lb3cGos9EklTNmtGDMdU1Qm0d7v7JPkR8ArgOOAhVXX6eNskORm4DrhPVR2x3BorSaNxCvD4oWVPAM6tqiugpUPgaODoJO8F/kQ7p/CE5djOObQAuMfYSGOSZyzH/UsrnVkTDJPcF3gt7QKT84D7AQ8DPtuXHZPkc8DngSuABwHPrKrXVtUVST4GfKxflfdL4I7A1sDN/ZwVSZotPg78PsnewFeARwFvBt4JkGRr4MnAT2hTu48A7g2cvJzbeRpt9PBNSQ6l9clvWs5tkFYqsyYYAlcDm9GutFuf1pkdDOxTVTck2YZ25fEvaOeo/BX49sD2e/Vt3kILk5fTppk/giTNIlV1XJIXAP9FC4MXAh8Gxj7m5jLaiOK/0y7qOwd4X1UdtJzbeWKS3WkXxbwf+A2tjz5kebZDWpmkzRZoacyZM6fmzx8+t/v29j18wXJojTRz7PmUBx5bVXNG3Q6tnO692Ra156cPHXUzpOVqjx02W2yZJBP2zbPq4hNJkiQtOYOhJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAFht1A1YmUzmi62l2WTPUTdAK7W7rbOW/a40RY4YSpIkCTAYSpIkqTMYSpIkCTAYSpIkqTMYSpIkCTAYSpIkqTMYSpIkCTAYSpIkqTMYSpIkCfCbTwTse/iCUTdBkqbdhZdfa/+mpbayfXuOI4aSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSpGmSZJUkn0/y9ySV5Mwkh426XZImb7VRN0CSNGs8DdgN2A74K3ANkFE2SNLUrBTBMMkaVXX9qNshSbPc/YG/VdVvJlPYvlmaeUYylZzmzUlOS3JdknOTfKive2iSnyW5JsklSeYmWXdg27nDUxNJ9k5y0nCZJG9Lci5wbl++U5ITB+r+RZK7DWz3zCTHJrk2yRlJPpBkjWX+hEjSCi7JXGBfYOOBaeTb9NdJ5iX5bJKPJVkI/Lovf3CSHyS5IslFSb6a5O4D2z00yc+TXJ7kyiQnJHnS8j5GaWUwqnMMPwjsBXwIeAjwAuCcJGsDPwGuBB4NPBd4HHDAEuxjW+BhwI7A9r2T+RrwJWBzYBvg/8YKJ3kqcDCwX2/TK4Hn97ZKkhZtd+C9tDfiGwGPmqDcLrTp5ScCL0+yEfBL4CRav/9k4I7Ad5OMvUZ9BfhbX/9wYG/g2mVxENLKbrlPJSe5I7AH8KaqGgt8pwNHJ3k1sDbwsqq6opd/DXBkkvtX1elT2NW1wCur6rpez1bA6sA3q+qsXuakgfLvAj5aVQf2x39J8jbgoCT/UVU1dByvAV4DsPHGG0+hWZI0+1TVZUmuAG6qqgsAknFPLzyjqt489iDJe4ETquptA8teDlwCzAF+B9wH+FhVndqLTPhaMNg3r7fhPZbqmKSV0ShGDB8MrAn8fJx1mwMnjoXC7jfAzX27qThpLBR2JwA/A05K8q0kr0+ywcD6RwLv6tMUVya5kvYudW3g7gypqv2rak5Vzdlggw2GV0uSxnfs0ONHAtsM9b3n9HWb9vtPAF9IckSSdyV50ESVD/bNa6+73vS3XprlVqSPqxkbsbuZ21/ltvo45a+6zcZVNwFP6bcTgVcBpyXZshdZBfgv2jTF2O1hwAOAhUvbeEkSMNQ30/reH3DbvvfhtL73MICq2ps2OPAd2ulFJyZ55bJvqrTyGcVVyacA1wHbA6eNs+6VSe40MGr4OFrHcUp/vJDWaQwafjyuPh18NG3a+r3An4CdaaOJxwEPmuJ0tSRp6RwHvBA4q6pumKhQVZ1Ge8347ySfBf6VJTv/XNIiLPcRwx74PgV8KMluSTZN8ugkr6dd/HE18OV+Fdo2wOeBQwcC2xHAI5K8Msn9k7wVePzi9ptk6yT/meRRSTYGngXcGzi5F3kv8JIk702yRZIHJXl+ko9M6xMgSRr0aWBd4JAkj0lyvyRPTrJ/kjsl+ackn06yXZJNkjwGeAK39t2SptGoppLfAexDuzL5FOBbwL2q6mrgqcA6tBOOv0sb4btlyqCqfkKb8v0A7VyVTYDPTGKfl9EC5GG0d50fB95XVQcN1Pt04El9378D3g6cvVRHKkmaUFWdT+ubbwZ+TJvJ+TRtZuk64CZgPWAu8Gfg27TXhT1H0Fxp1svQxbZaAnPmzKn58+ePuhlLbN/DF4y6CZql9nzKA4+tqjmjbodWTvfebIva89OHjroZWsHtscNmo27CtEsyYd+8Il18IkmSpGXIYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqRutVE3QKO3xw6bjboJmqX2HHUDtFK72zpr2b9JU+SIoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgC/+URLaN/DF4y6CZK0SBdefq19lSbkt+KMzxFDSZIkAQZDSZIkdQZDSZIkAQZDSZIkdQZDSZIkAQZDSZIkdQZDSZIkAQZDSZIkdQZDSZIkAQZDSZIkdQZDSZIkAQZDSZIkdQZDSZIkAQZDSZIkdTMiGCZZJcnnk/w9SSU5M8lh07yPTXrdc8Z7LEmaHPtPafZabdQN6J4G7AZsB/wVuAbIKBskSbNBknnASVX1xlG3RdLMN1OC4f2Bv1XVb0bdEEmSpJXVyKeSk8wF9gU2HphGnjs4lZxkXpLPJPlgkouTXJTkY0lWGSizS5LfJ7mir/9GkntOsg1JcnqStwwtf0Bv01bTdLiStNz0/nVb4N96X1ZJblxcX9d/fmOSHyS5OslZSXYZZxf3SXJ4L3Nykh2G6t0myW+TXJvkwiT7JlljYP2aST7Z112b5JgkTxhYv11vy/a9nquTzLdPlpadkQdDYHfgvcC5wEbAoyYo91LgRuBxwBuBNwE7D6xfA3gPsCXwDGB94KuTaUBVFfBF2nT2oFcCx1fVcZOpR5JmmN2Bo4EDaf3rRrR+cjJ93X8B3wMeDuwPfHmccwo/APw3rd/9PfC1JHcE6G/MfwT8AXgE8CrgxcCHBrb/CK0ff2Uv80fgx0k2GtrPh4C3A1sBfwcOTuLpRtIyMPJgWFWXAVcAN1XVBVW1cIKiJ1fVu6tqQVV9HTgS2H6gngOq6odV9deq+h3weuCJSe41yaYcCGyWZGuAJKsCL6cFxttJ8pr+znX+woUTNVmSRqf3r9cDV/f+9QJanzaZvu7Qqvp873M/ABxBe0M+aN+q+n5VnQa8E7gLLUgCvAE4H3hDVZ1SVYfRwt0bk9whydq0fvptVfWDqjoFeB1wIfBvQ/vZq6qOrKpTaQMJDwLGnREa7JuvuuzSST9XkpqRB8MpOHHo8fnAhmMPkmyV5Lt9yuMKYH5ftfFkKu8d5mG0d64AO9I6uYMnKL9/Vc2pqjkbbLDBFA5DkkZnCn3d0eM8fvDQssF++fx+P9Yvbw4cU1U3D5Q5ija7c39gU2B14NcDbbtpCfZzG4N989rrrjdeEUmLsCIFwxuGHhe9/f2d50+Aq4GX0aajd+zl1mDyvgDsnOQOtE7z21XlW05Js8109XW39Mv9lByY3OtKTXH9DeOsW5Fev6QVxmz5x3oQ7ZzCd1bVL/t0w7jvJhfjx8DltOmMZwIHTF8TJWkkrgdWHVo2mb5u63EenzKF/Z4CbD14kSDwhN6ev/Tb9cDjx1b2ae3HAidPYT+SptFM+biapXU2cB3t3JVP06Yw3jfVSqrqpiQH0E50Pg/4+bS2UpKWvzOBRyfZBLgSuGSSfd1OSX4PzAOeTzun+zFT2O9naOckfibJp4D7AR8G9quqqwGSfBbYJ8nFwBnAHsDd+raSRmBWjBj2C1ZeATyH9k7zPcCeS1jdAbTp5wMHpkYkaUX1MdrI3MnAQm4973pxfd3ewPNo5/e9Htitqn4/2Z1W1XnAv9CuNj6+7++rtItUxrwNOIR28d/xwMOAHavqb5Pdj6TpNSNGDKvqY7TOa+zxrkPrtxtnm+Eyh9A6mEEZWH/moh4PuDtwEzB3Mm2XpJmsqhbQpmeHLa6vu6CqdhxvxUT9Z1Vl6PEvWcQoY1VdRxtVfNME6+cN72cRfbekaTAjguFMkGRNYAPaFPS3q+rsETdJkqadfZ2kRZkVU8nT5MXAWbSLWJZ0GlqSZjr7OkkTcsSwq6q5OH0saZabTF83PCUsaeXhiKEkSZIAg6EkSZI6g6EkSZIAg6EkSZI6g6EkSZIAg6EkSZI6g6EkSZIAg6EkSZI6g6EkSZIAg6EkSZI6vxJPS2SPHTYbdRO0AvCLeDVKd1tnLfsqaYocMZQkSRJgMJQkSVJnMJQkSRJgMJQkSVJnMJQkSRJgMJQkSVJnMJQkSRJgMJQkSVJnMJQkSRLgN59oGux7+IJRN0GSbufCy6+1f1rJ+c03U+eIoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRpiSTZNcmVo26HpOljMFyMJKskWXXU7ZCk2cp+Vpo5ZlQwTDIvyWeSfDDJxUkuSvKxJKv09Wsk2SfJuUmuTvL7JE/t61ZJck6Sfx+qc7MklWSr/njdJPv3uq9I8oskcwbK75rkyiRPS3IScD2w+fJ7FiRpZkmyTZJjet94WZLfJXkjcCCwdu9jK8nevfx6Sb6U5NIk1yT5WZKHDNQ3bj+b5Mwk704yt/fP5yTZOcmdk3ytb3NakqeM5ImQVgIzKhh2LwVuBB4HvBF4E7BzX3cgsC3wEmAL4EvA95NsWVU3A1/t2w/Xd0pVHZckwA+AewLPAB4B/BI4IslGA9usBewFvBZ4MHDWcCOTvCbJ/CTzFy5cuNQHLUkzUZLVgO8CRwFbAo8BPgn8itY/Xw1s1G8f65vN7eWeDTy6l/lxkn8aqHqifvZNwO+ArYCv0/r5rwA/BB5O67MPSrLWBO29pW++6rJLl+LIpZXTTAyGJ1fVu6tqQVV9HTgS2D7JpsCLgRdW1S+r6q9VtR+ts3ht3/Yg4DG97JiX9OUAT6J1LM+vqt9V1elVtRfwV+BlA9usCryxqn7d23HFcCOrav+qmlNVczbYYIPpO3pJmlnWAe4MfL+q/lJVp1bVV6rqBOAyoKrqgn67MskDgGcBr+l99R9p/es63PaN+0T97E+q6jNVdRrwHmBN4PSq+nJVnQ68D9iANjhwO4N989rrrjftT4Y0283EYHji0OPzgQ1p7x4DnNynE67sJz0/HdgUoKpOBP5I73ySPKavO7jX9UjgDsDCoTq2GKujuxE4fhkcmyStUKrqEtoI4E+S/CDJnkk2XsQmmwM3A0cP1HEZrW9+8EC5ifrZW14DqupK2mjjHwfWX9jvN5z8UUiarNVG3YBx3DD0uGgBdpX+86PGKXPNwM8HAa8C3ksLiEdV1dgUxSq0TuWJ4+z38oGfr6uqm5ao9ZI0y1TVbkk+CexIGw38QJLnLElVAz9P1M+O9xpww9BjmJkDG9IKb0X6x/oDbcTw7n0KePB23kC5rwD3T7I17dzEgwbWHQfcDbh5nDouWm5HIkkrmKo6oar2qartgHnAK2gXjQxfTXwK7bXlsWMLkqwDPBQ4ebk0VtISW2GCYVUtoE0Jz03y/CT3SzInyVuS7DRQ7lzgF8DngHWBbwxU8zPg18B3k/xLkvsmeWyS/0oy3iiiJK3Uej/54SSPS3KfJE8CHkYLeWcCayXZIcn6Se7Qzw38LvD5JE9M8lDaG/TLaW/cJc1gK0ww7HajXZn8EeBU4DBgG25/1fBBtKvnflhVt1yWVlUFPA04Avhf4M+0q94eSDuXUZJ0W1cDm9HeZC+gXSV8MLBPVf2G9ib8q8BC4K19m91oVxZ/r9/fAdixqq5B0oyWlpW0NObMmVPz588fdTNGZt/DF4y6CZqh9nzKA4+tqjmLLylNv3tvtkXt+elDR90MjdAeO2w26ibMSEkm7JtXtBFDSZIkLSMGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHWrjboBWvHtscNmo26CZqg9R90ArdTuts5a9k/SFDliKEmSJMBgKEmSpM5gKEmSJMBgKEmSpM5gKEmSJMBgKEmSpM5gKEmSJMBgKEmSpM5gKEmSJMBvPtE02ffwBaNugiTdxoWXX2vftJLwG26mjyOGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkrQSSjIvyX6jboekmcVgKEmSJMBgKEmSpG6FDYZ9GuQzST6Y5OIkFyX5WJJV+vo1kuyT5NwkVyf5fZKnDmx/TJK3Dzw+KEkluXt/fIck1yV5wvI/OklaLlZZkj40zelJ3jJYWZIH9H50q/544yTfTnJFvx2a5F5D27y213V9v3/10PrF1iFp+qywwbB7KXAj8DjgjcCbgJ37ugOBbYGXAFsAXwK+n2TLvn4esN1AXdsCFw8se1yv+3fLqO2SNGpL1IdWVQFfBHYbqu+VwPFVdVwPmN8F7gY8qd/uAXwnSQCSPBfYD/hk38engM8keWZfv9g6JE2vFT0YnlxV766qBVX1deBIYPskmwIvBl5YVb+sqr9W1X7AD4HX9m3nAU9IslqS+wPrAp+ndTzQAuLRVXX9eDtO8pok85PMX7hw4TI7QElahpamDz0Q2CzJ1gBJVgVeTguMANsDDwNeUlXzq2o+LWRu1dcBvAX4v6rar7fhf4CDgbdNoY7bGOybr7rs0ul4jqSVyooeDE8cenw+sCGt0whwcpIrx27A04FNe9mjgDWBR9FC4FHAz7h1xHA7WngcV1XtX1VzqmrOBhtsMB3HIknL2xL3oVV1AXAYbZQQYEfgLrRgB7A5cH5VnTlWeVX9te/jwQNlfj3UhqOG1i+ujtsY7JvXXne9xR2/pCGrjboBS+mGocdFC7ur9J8fNU6ZawCq6sokx9JGCB9Me6d8DLBxH0F8FPB2JGn2WuI+tPsC8JUkb6IFxG9X1WSG6Wop10+2jKQpWtGD4UT+QHu3e/eqOnIR5ebRguGDgE9V1bVJfgu8C88vlLTymmwf+mPgcuB1wDOBpw2sOwW4R5JNxkb8ktyPdo7gyQNlHs+t088ATxhav7g6JE2jWRkMq2pBkoOBuUneDBxHm+LYDvhrVR3ai84D3gxc3cuMLXsX8IuJzi+UpNlssn1oVd2U5ADgQ8B5wM8HqvkZbar64CS792X/0+s6oj/+KPCNPnvzU9p09EuBnaZQh6RptKKfY7gou9FOjv4IcCrtXJhtgLMGyhzV739VVTf1n+fRAvO85dJKSZqZJtOHAhwArAEc2K9WBqD//GxgIe1UnSOBC4DnjJWrqu8A/w7sQRsB3B14Q1V9f7J1SJpeK+yIYVVtN86yXQd+vgHYu98mquNKYPWhZfNoUyiSNGtNRx/a3R24CZg7Tn1nA89ZTDs+B3xuEesXW4ek6bPCBkNJ0ugkWRPYAHgf7aKTs0fcJEnTYDZPJUuSlp0X06aV1wf2HHFbJE0Tg6Ekacqqam5VrVpVW1XVOaNuj6TpYTCUJEkSYDCUJElSZzCUJEkSYDCUJElSZzCUJEkSYDCUJElSZzCUJEkSYDCUJElSZzCUJEkSYDCUJElSt9qoG6DZYY8dNht1EzQD+QW6GqW7rbOWfZM0RY4YSpIkCTAYSpIkqTMYSpIkCTAYSpIkqTMYSpIkCTAYSpIkqTMYSpIkCTAYSpIkqTMYSpIkCfCbTzSN9j18waibIEm3uPDya+2XVgJ+u830csRQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkiRJncFQkiRJgMFQkrQISTZJUknmjPd4gm3m9DKbDCx7dpLTktyYZG6S7XqZ9ZfDYUiapNVG3QBJ0ox2DrARcPFS1vNF4AvA/wBXAtf0ev++lPVKmkYGQ0nShKrqJuCCpakjyZ2BuwI/qarzBlZNWG+SVYD0/UtaTmbtVHKSeUk+m+TjSS5JsjDJ7knWTPLpJP9IcnaSl/XyRyTZb6iOdZJcnWSn0RyFJE2/JDsmuSLJav3x/fu07ucGyrw/yc8mOXW8Y5JTk1yb5FfAZgPrtgMu7Q+P6HVtNzyVnGTXJFcmeVqSk4Drgc2TrJFknyTn9v7490meOu1PiiRgFgfD7qXAFcBjgA8DnwS+AywA5gBfAr6QZCPgf4GXJFlzYPsX06Y8vj9ccZLXJJmfZP7ChQuX5TFI0nQ7CliL1g8CbEebKt5uoMx2wLzFVZTk3rR+9XDg4bSp4o8MFPkN8JD+8/No08e/maC6tYC9gNcCDwbOAg4EtgVeAmxB67e/n2TLCdpzS9981WWXjldE0iLM9mD4p6rau6pOAz5B6/huqKpPVdXpwHuBAI8HDgVuBp47sP0rgS9X1Q3DFVfV/lU1p6rmbLDBBsv8QCRpulTVlcCxwJP6ou2A/YD7JNkoyR2ARzGJYAi8Hjgb+H9VdWpVfR24ZeSxqq4HLuoPL6mqC/qy8awKvLGqfl1VC4ANaW/QX1hVv6yqv1bVfsAPaeFxvGO7pW9ee931JtF8SYNmezA8ceyHqipa5/THgWU30KY4Nqyq64D/o4VBkjwEeDTthGlJmm3mcesI4bbAj4Df9mWPA24EfjeJejYHjul97Jijl7BNNwLHDzzeivbm/eQ+zXxlkiuBpwObLuE+JC3CbL/4ZHikryZYNhaQvwCcmGRjWkA8uqpOWbZNlKSRmAe8McnmwDq0EcR5tFHEi2j93/VJlmebrhu62GQVWh/9KG7fd1+z3FolrURmezCckqr6U5LfAq8GdgHeNeImSdKychSwJvBW4KiquinJPNr51hcCP55kPacAz0uSgVHDraepjX+gjRjevaqOnKY6JS3CbJ9KXhL/S+so1wYOGXFbJGmZGDjPcBdgLHQdA9yLFuzmTbKqzwGbAJ9M8sAkzwdeN01tXAAcDMxN8vwk9+sfnv0WPy1CWjYMhrd3CO1jEr5eVVeMujGStAzNo80czQOoqmtp5xlex+TOL6SqzgZ2AnYETgD2AN4+jW3cjXZl8keAU4HDgG1oVyxLmmazdiq5qrYbZ9kW4yy7+9CiOwP/hBedSJrlqurtDIW44b6zqs6kTeeO+7gv+wHwg6HqDx5Yf/E428wbqncuMHecNt4A7N1vkpaxWRsMpyrJ6rRP5v8g8Ieq+vWImyRJkrRcOZV8q8cDf6N9TMOrR9wWSZKk5c4Rw254WkOSJGll44ihJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAL/5RNNojx02G3UTNMPsOeoGaKV2t3XWsl+SpsgRQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAF+84mm2b6HLxh1EyQJgAsvv9Y+aSXgt9tML0cMJUmSBBgMJUmS1BkMJUmSBBgMJUmS1BkMJUmSBBgMJUmS1BkMJUmSBBgMJUmS1BkMJUmSBBgMJUmS1BkMJUmSBBgMJUmS1BkMJUmSBBgMJUmS1BkMJUmSBMyAYJhkTpJKssmo2yJJWnaSzE1y2KjbIWliq426AZKklcbuQEbdCEkTmxXBMMkaVXX9qNshSZpYVV026jZIWrQpTSUn2THJr5JcmuSSJD9Jsnlft0mfEn5eksOTXJ3k5CQ7jFPHqUmuTfIrYLNx9vO4JL/odZyX5LNJ1hlYP68v+1iShcCv+/LXJlnQ6764t2+1vm6VJHslOSfJdUn+mOTZA3VOqv2StKIY6Cs/3vvshUl2T7Jmkk8n+UeSs5O8bGCbDyf5c5JrkpyZ5CNJ1hpYf+8k3+31Xd378xcNrH93krN6P3tBki8PrLtlKjnJa5JcmGTVoTZ/Jcn3Bh4/M8mxvV8/I8kHkqyxrJ4zaWU31XMM1wY+CTwa2A64DPj+0D/pB4D/BrYEfg98LckdoXUowHeAw4GHA/8DfGRwB0keCvwU+F6vY6de9oChtuxCm5J4IvDyJHOATwP/BTwQ2B748UD53YH/AN4GPBT4NnBokocP1Tth+yVpBfRS4ArgMcCHaX34d4AFwBzgS8AXkmzUy18FvBLYHHgD8CLgXQP1fQa4A/Ak4CHAm4B/ACR5HvCWvt0DgGcAv5ugXd8A1gVuefPd+9pnAwf1x08FDgb26/t6JfB84INTfA4kTdKUppKr6luDj5PsBlxOC4rn9sX7VtX3+/p3Ai+nBbujgNcDZwP/r6oKODXJZsD7Bqr9D+CQqvr4wH5eD/whyYZVdVFffEZVvXmgzE60Du17VXUFcBZwwkC9bwE+VlVf6Y/fnWSbvnyXgXKLav/gsb8GeA3AxhtvPNFTJkmj9qeq2hsgySeAtwM3VNWn+rL30t4wPx74ZlUN9sdnJvkgrZ/cqy+7D/CtqhrrX88YKH8f4G/AT6vqBlp/P3+8RlXVpUl+SAuuY2/inwPcSBsYgBZIP1pVB/bHf0nyNuCgJP/RX0duY7BvXm/DeyzqeZE0jqlOJW/ah/n/kuRy4MJex2AyOnHg5/P7/Yb9fnPgmKF/5qOHdvNIYJckV47d6FPFwKYD5Y4d2u5wWhg8I8nBSV6R5E693esA9xioZ8xRwIOHli2q/beoqv2rak5Vzdlggw2GV0vSTHFLn9b73ouAPw4suwG4lN7PJXl+kqP6NPCVwL7cto//FPCfSY5O8v4kjxxY9w1gLVo//MUkL0iy5iLadhDwnCR36I9fSgud1/bHjwTeNfR68BXa7NXdx6twsG9ee931Fv3MSLqdqU4lHwZsALyWNi3xCNq7u8Gp5BvGfhgIgFPZzyrAF2ijdGO3LWnTEscPlLtqcKM+SrgV8ELau9R30EYkF/eWcfgd59K2X5JmkhuGHtcEy1ZJsjXwNeAnwDNpffx/AqvfUrDqi8B9gQNp54j/Jsnefd05tFN5XkubTfo4cGyStSdo2w9oryHPTrIh8GT6NHK3Cu30oIcP3B5Gez1YuPhDlzRVk55KTnJX4EHAG6rqyL5sq6nUAZwCPC9JBkLX1kNljgMeUlWnT6FeAKrqRuAI4Igk76G9M35GVe2f5HzaVMnPBzZ5AnDyVPcjSbPU44HzBqeTk9xnuFBVnQvsD+zfp3Z3B/bu666lBb4fJPkwcEGv96fj1HNdkm/QRgrX72XnDRQ5DnjQkrweSFoyUwl1lwIXA69Ocg5wT+CjtHd7k/U54M3AJ5N8hnYRyOuGyuwDHJPkc8DnaSdNPwh4ZlW9dqKKkzyDNtX8S+AS2onRd6KFUXpb35vkNNo09C60C1e2mkL7JWk2WwDcM8lLaaf5PBV48WCBJJ8CftTLrgPsSH+DnWRX2uvKb4ErgZ1po5OnLWKfB9HesN8X+GpV3Tyw7r3AYUnOAr5Oe73ZAnh0Vb11aQ5U0vgmPUXa/1l3pg3jn0S7Angv4Lop1HE27SrjHWkXhuxBOxF6sMyJwDbAJsAverkP0c5nXJR/0E5c/hlwKu1k6X+tql/19f9NC4cf6e1/LvC8gROoJWml1i+8+yjtyuUTaVcMv3uo2Cq0T5Q4mXZu94XAK/q6fwCvAn5F62efB+xUVWcwsV8B59HO9x6cRqaqfgI8nfZG/3f99nba6UKSloGMc1GXpmjOnDk1f/64F96tdPY9fMGom6AZZM+nPPDYqpoz6nZo5XTvzbaoPT996KiboWVsjx1u93HIWowkE/bNXlQhSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkAFYbdQM0u+yxw2ajboJmkD1H3QCt1O62zlr2SdIUOWIoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwG8+0TKw7+ELRt0ESeLCy6+1P5rF/FabZcMRQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAEGQ0mSJHUGQ0mSJAErcTBMsl2SSrL+qNsiSYuT5LAkc5fDfuYl2W+ix5Jmt9VG3YAR+g2wEfD3UTdEkmaQnYAbRt2I8SSZB5xUVW8cdVuk2WqlDYZVdT1wwajbIUnLQ5LVq2qxga+qLlke7ZE0M83IqeQ+dfG5JJ9Kcmm/fTTJKn39Lkl+n+SKJBcl+UaSew5sPzZNvH2S3ya5Osn8JFuNU2b9gWVbJzkiyVVJLus/32P5Hr2klV2SOySZm+TKJBcmeefQ+jWS7JPk3N6//T7JUwfWj/VvT0vyuyTXA09NsmmS7ya5oPdzxyV5xlDdi5w6TnJmknf39l2R5JwkOye5c5Kv9TafluQpQ9s9OMkPBvrtrya5+8D6uX26fPck5/V+/8AkdxhbD2wL/Fs/tkqyyVI8zZLGMSODYfdSWvseC7wWeA3wpr5uDeA9wJbAM4D1ga+OU8eHgLcDW9GmjA9OkvF2lmRL4EjgdODxwNbAIUwwqprkNT1szl+4cOESHJ4kTehjwA7A84DtgUcA2wysP5AWkl4CbAF8Cfh+78cG7QP8J/Ag4LfAHYEf9bq3BL4FHJrkQVNs35uA39H61q/3/X8F+CHwcOCXwEFJ1gJIslFfdhLwaODJvS3fHXvD3z2xH8+TgZ2B5wK793W7A0f3Y9+o384Zbthg33zVZZdO8bAkzeSp5L8B/6+qCjg1yWbAnsAnquqAgXJ/TfJ64JQk96qqcwfW7VVVRwIkeS9wFHBPYLDMmLcCx1fVawaWnTJR46pqf2B/gDlz5tTUD0+Sbi/JHYFXAa+sqp/0ZbvR+60kmwIvBjapqrP7ZvsleTLtTfQbBqrbu6p+OvB4IXDCwOMPJHkm8Hzg/VNo5k+q6jO9Pe+h9c2nV9WX+7L3Aa+khbz5wOuBE6rqbQPH+XLgEmAOLWQCXA68rqpuovXp36AF4w9V1WV95PPqqprwNKDBvvnem21h3yxN0UweMTymh8IxRwP3TLJOkq36dMhZSa6gdTwAGw/VceLAz+f3+w0n2N8jgCOWutWStHQ2pc2KHD22oKquBP7YH24FBDi5T9temeRK4Ol920HzBx8kWTvJR5Kc3Kdqr6QFs+G+c3Fu6Vt7264eaB/Ahf1+rL99JLDNUHvHRvsG23xyD4VjzmfiPlvSMjCTRwwnEuAnwM+AlwEX0aaSf0XrTAcNnmg9FjJnchiWpMVZhdafPYrbXz18zdDjq4YefwzYEXgLcBot0H2Z2/edizO832LR/e0qwA/6foddOPDzePXaZ0vL0UwOho9JkoFRw61p7x7vTwuC76yqMwCS7DQN+/sD8M/TUI8kLY2/0ALS1sBfoY300aZl/0LrqwLcfexUmSl4AvDlqvpWr3ct2ojdgulp+oSOA14InDWZK6MX4Xpg1elpkqTxzOR3YvcAPpnkgUmeD/wHsC9wNnAd8MYk90vydOB907C/jwKPSLJ/ki37fv81yVSnWCRpifWp2S8C+yTZIclDgAPogaiqFgAHA3OTPL/3g3OSvGUSb5IXAM/tp+M8FDgIWGvZHc0tPg2sCxyS5DG9zU/u/e2dplDPmcCjk2ySZP2hC1ckTYOZ/E91MK0j/C3wv7SOct+qWgi8AngOcDLt6uQ9l3ZnVXU87Uq4BwHH9P2+iBn6Qa+SZrW30D4l4dv9/iTaVb1jdqNdnfsR4FTgMNpVy2ctpt49aaff/Ip2dfIx/edlqqrOp33aw83Aj4E/0cLidf02WR+jjRqeTLuQxjfu0jTLba/vmBmygn26/Zw5c2r+/PmLL7iS2PfwZT0rpRXFnk954LFVNWfU7dDK6d6bbVF7fvrQUTdDy8geO2w26iassJJM2DfP5BFDSZIkLUcGQ0mSJAEz9Krkqtpu1G2QJEla2ThiKEmSJMBgKEmSpM5gKEmSJMBgKEmSpM5gKEmSJMBgKEmSpM5gKEmSJMBgKEmSpM5gKEmSJGCGfvOJVmx+sbnG7DnqBmildrd11rI/kqbIEUNJkiQBBkNJkiR1BkNJkiQBBkNJkiR1BkNJkiQBBkNJkiR1BkNJkiQBBkNJkiR1BkNJkiQBfvOJlpF9D18w6iZIWsldePm19kWzlN9os+w4YihJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiTAYChJkqTOYChJkiRgKYNhkk2SVJI509UgSZIkjcasHjFMMjfJYaNuhyRJ0opgRgbDJGuMug2DkqyWJKNuhyRJ0rI0qWCY5s1JTktyXZJzk3xooMh9khye5OokJyfZYWDbVZN8MckZSa7pdbw1ySoDZeYmOSzJ25KcC5zbl++S5PdJrkhyUZJvJLnnUNselOR7SS5LcmWSo5M8NMnewCuAp/fp7kqyXd/mnkm+luTSfvtBkgcM1Ll3kpOS7JrkL8B1wNpTfG4lSZJWKJMdMfwgsBfwIeAhwAuAcwbWfwD4b2BL4PfA15LccWAf5wEvBDYH3gW8E9htaB/bAg8DdgS278vWAN7T630GsD7w1bENktwDOAooYAdgK+DTwKrAx4CvAz8DNuq33yS5A3AkcG3f52OBvwE/6+vG3Bd4ST/WLXv5WyR5TZL5SeYvXLhwUc+dJGk5Geybr7rs0lE3R1rhrLa4Aj3g7QG8qaoO6ItPB45Oskl/vG9Vfb+XfyfwcuDhwFFVdQPw7oEqz0yyFfBi4IsDy68FXllV140tGNgfwF+TvB44Jcm9qupc4N+Aq4AXVNX1vdyCgbZfA1xXVRcMLNsFCLBbVVVf9lrgIlr4/Hovugbwsqq6cLznpar2B/YHmDNnTo1XRpK0fA32zffebAv7ZmmKFhsMgQcDawI/X0SZEwd+Pr/fbzi2IMnrgH8F7gP8E7A6cNZQHScNhsK+3Va0EcOHA3ehBTqAjWnTzY+ghc/rmbxH0kYDrxg6bfAOwKYDj8+dKBRKkiTNRpMJhpNxw9gPVVU9cK0CkGRn4JPAW4DfAJfTRvqeO1THVYMPkqwN/IQ2Ffwy2oje+sCvaKN5S2oV4HjgReOsu2Si9kiSJM12kwmGp9AuvtgeOG0J9vEE4LdVtd/YgiSbLqL8mAfRguA7q+qMvt1OQ2X+AOySZI0JRg2vp51vOOg42jT2xVX1j8kdgiRJ0uy32ItPquoK4FPAh5LslmTTJI/u5/tNxgJgqyT/kuQBSfaiXfSxOGfTAukbk9wvydOB9w2V+QxwR+DrSR6V5P5JXpzk4X39mcAWSR6YZP0kqwMHAxcC302ybZL7JtkmyccHr0yWJEla2Uz2quR3APvQrkw+BfgWcK9Jbvt52gUdX6FdsbwJ8PHFbVRVC2kfN/Mc4GTauYZ7DpU5D9iGNrV8JG0E8d+BG3uR/+3tnQ8sBB5fVVf3bf4KfAM4FfgSsB7gJWySJGmlNalzDKvqZuDD/Tbsdh/8XFUZ+Pl64FX9Nui9A2V2nWC/hwCHLGp/VfUn4GkTbL8QeMo4yy/k9h+XM7h+b2DvidZLkiTNRtN18YkkSUssyca02aFhdwCuHrgf9uCqOntZtk1amRgMJUkzwfm0jyZbku0kTRODoSRp5KrqRtqXJ0gaoclefCJJkqRZzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkwK/E0zKyxw6bjboJmgH2HHUDtFK72zpr2RdJU+SIoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgCDoSRJkjqDoSRJkgC/+UTLyb6HLxh1EyStZC68/Fr7nlnKb7RZdhwxlCRJEmAwlCRJUmcwlCRJEmAwlCRJUmcwlCRJEmAwlCRJUmcwlCRJEmAwlCRJUmcwlCRJEmAwlCRJUmcwlCRJEmAwlCRJUmcwlCRJEmAwlCRJUmcwlCQtE0n2TnLSRI8lzTwGQ0laiSXZNcmVy2l3HwO2XU77krQEVht1AyRJK4equhJYXiFU0hJYIUYMk2yT5JgkVya5LMnvkmzR122d5IgkV/V1RyS5R5Idk1yRZLVe7v5JKsnnBup9f5Kf9Z/3SnJBkg0H1n81yXFJ1ljexyxJ02mCfvSNwIHA2r1/rCR79/JrJNknyblJrk7y+yRPHahv1SRfTHJGkmuSnJbkrUkmfF0ZZ2p5bpLDkuye5LwklyY5MMkdBsqsneTLvd0XJnlH32busniepJXdjA+GPdh9FzgK2BJ4DPBJ4KYkWwJHAqcDjwe2Bg6hjYQeBawFzOlVbQdc3O8ZWDav//xB4DTggL7flwPPBl5SVddP/5FJ0vKxiH70V8CbgKuBjfrtY32zA2nTvi8BtgC+BHy/97vQXj/OA14IbA68C3gnsNsUm/fEXv+TgZ2B5wK7D6z/eG/Hc4F/7u1/4hT3IWmSVoSp5HWAOwPfr6q/9GWnAiQ5GDi+ql4zUP6UsR+SHAs8CTiGFgL3A96eZCPgMuBRwNsBquqmJLsAJyT5CPA64M1Vdep4jUryGuA1ABtvvPG0HKgkLSOL6kcfAVRVXTBWOMmmwIuBTarq7L54vyRPBl4LvKGqbgDePbCPM5Ns1bf74hTadjnwuqq6CTglyTeA7YEPJbkj8Erg5VV1eG/bq4BzJ6pssG9eb8N7TKEZkmAFGDGsqkuAucBPkvwgyZ5JxpLYI4AjFrH5PG4dIdwW+BHw277sccCNwO8G9nUW7Z3qfwC/rKrPLqJd+1fVnKqas8EGG0z9wCRpOVlMPzqerYAAJ/cp3Cv7BSpPBzYdK5TkdUnmJ1nY1+8BTPWd8sk9FI45Hxg7pWdTYHVu209fBUx4ZfNg37z2uutNsSmSZnwwBKiq3WhTH78EngX8efBcl0WYBzw+yea0d8zH9mVPooXDo8eZJt4GuAm4d5I1p6P9kjRqU+xHVwGKNqvy8IHb5rQRPJLsTJuOngs8ta//DDDVc7JvGG4qK8hrkzQbrTD/fFV1QlXtU1Xb0cLdK4A/0M45mchRwJrAW4Gj+rvSedwaDOcNFk6yE/DSXue6wIem8RAkaaQm6EevB1YdKvoH2ojh3avq9KHbeb3ME4DfVtV+VXVcVZ3OwGjiNPkLLTg+amxBvzBli2nej6RuxgfDJPdN8uEkj0tynyRPAh4GnAx8FHhEkv2TbJnkgUn+dWyKpH80wrHALrSLVKCdb3gv2oUq8wb2c0/gf4F3VtUvgZcB/97PqZGkFdZi+tEzgbWS7JBk/SR3qKoFwMHA3CTPT3K/JHOSvKW/gQZYAGyV5F+SPCDJXkzzZxT2PvwAYJ8k2yd5MPAFbh3RlDTNZnwwpF0ttxnwDVpH9CVah7VPVR1Pu5LtQbTA91vgRdx2amIe7SKbeQBVdW0vdx39vJUkoU2H/AHYt5f7FfBh4EtJ7rrMjk6Slr1F9aO/AT4HfBVYSJthgXZ18YHAR2gXqhxGO9XmrL7+88DXga8Avwc2oV1BPN3eQrt6+nu0N/gnAvOBa5fBvqSVXqp807W05syZU/Pnzx91M2a0fQ9fMOomaAT2fMoDj62qOYsvKU1OP/f7LOCjVbXIIHrvzbaoPT996PJpmJarPXbYbNRNWKElmbBvXhE+rkaStJLqH6ezOW2G507A2/r9IaNslzRbGQwlSTPdnsADaR8xdjywTVVN+FmGkpacwVCSNGNV1R+49RusJC1jK8LFJ5IkSVoODIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkCDIaSJEnqDIaSJEkC/Eo8LSd77LDZqJugEdhz1A3QSu1u66xl3yNNkSOGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6gyGkiRJAgyGkiRJ6lJVo27DCi/JQuCsUbdjyPrAxaNuxGLM9DbO9PbBzG/jA6vqTqNuhFZOSa4A/jzqdkyjmf7/viRm2zGtKMdzn6raYLwVqy3vlsxGEz25o5RkflXNGXU7FmWmt3Gmtw9mfhuTzB91G7RS+/NM/v+Yqpn+/74kZtsxzYbjcSpZkiRJgMFQkiRJncFw9tp/1A2YhJnexpnePpj5bZzp7dPsNtv+/mbb8cDsO6YV/ni8+ESSJEmAI4aSJEnqDIaSJEkCDIYrhSRvTlJJ1h91WwYleV+SE5Mcn+SnSe4x6jYNS/LRJKf2dn47yZ1H3aZhSV6Q5E9Jbk4yYz4mIcmOSf6c5PQkbx91e7TymG1/e0nuneTIJCf3//XdR92m6ZBk1SR/SHLYqNuytJLcOck3++vFKUkeO+o2LSmD4SyX5N7AU4CzR92WcXy0qh5WVQ8HDgPePeL2jOdwYIuqehiwAHjHiNsznpOAnYBfjrohY5KsCnwa+BfgwcCLkzx4tK3SymCW/u3dCLy5qh4MbA382yw4JoDdgVNG3Yhp8ingx1X1IGBLVuDjMhjOfvsCbwVm3FVGVXX5wMO1mZlt/GlV3dgfHgPca5TtGU9VnVJVM+3bHR4NnF5Vf62q64GvAc8ecZu0cph1f3tV9beqOq7/fAUtdNxztK1aOknuBTwd+MKo27K0kqwLbAN8EaCqrq+qf4y0UUvBYDiLJXk2cF5VnTDqtkwkyQeSnAO8lJk5YjjolcCPRt2IFcQ9gXMGHp/LCv5CphXGrP7bS7IJ8AjgtyNuytL6JG3Q4uYRt2M63BdYCBzYp8a/kGTtUTdqSRkMV3BJfpbkpHFuzwbeyYjD1mLaR1W9q6ruDRwMvHEmtrGXeRdtOufgmdpGSbNbkjsC3wLeNDTjskJJ8gzgoqo6dtRtmSarAVsBn62qRwBXASvsua1+V/IKrqqePN7yJA+lvYs5IQm0KdDjkjy6qi4YdfvGcTDwQ+A9y7A541pcG5PsCjwD2L5G9MGfU3geZ4rzgHsPPL5XXyYta7Pyby/J6rRQeHBVHTrq9iylxwPPSvI0YC1gnSQHVdUuI27XkjoXOLeqxkZxv8kKHAwdMZylquqPVbVhVW1SVZvQ/nC3Wp6hcHGSPGDg4bOBU0fVlokk2ZE23fGsqrp61O1ZgfweeECS+yZZA3gR8L0Rt0krh1n3t5f27v6LwClV9YlRt2dpVdU7qupe/bXpRcARK3AopL+unpPkgX3R9sDJI2zSUnHEUKP04f6PdDNwFvC6EbdnPPsBawKH95HXY6pqRrUzyXOB/wE2AH6Q5Piqeuoo21RVNyZ5I/ATYFXggKr60yjbpJXDLP3bezzwMuCPSY7vy95ZVT8cXZM05N+Bg/ubkb8Cu424PUvMr8STJEkS4FSyJEmSOoOhJEmSAIOhJEmSOoOhJEmSAIOhJEmSOoOhJEmSAIPhSilJJZn1n1OUZJN+rHNH3RZJWhz7Zs0EBkNJkiQBBkNJkiR1BkMBtx3aT7Jpkm8m+XuSK5L8NMkWvdwGSfZP8rck1yb5fZInjVPf3r2+7ZK8IskfklyT5KIkByS5+wTteECSLyc5L8n1Sc7vjx+wmH28JMlvk1yZ5MwkewNn9KKvGJui6bdd+/ZrJHljkh8mOSvJdUkuSfKzJP8yQfvO7Le1k3w0ydl9u9OTvK1/p+l42z06ySH9uK7rz99Pk7xwnLKP6c//Bf05OCfJ55PcY/zfnqTZyr7Zvnl58yvxVkLp57BUVQaWbUL7Z/0FsAVwCvA7YBPgucAlwGOBHwOX93J3oX0B+s3AZlV19kB9ewPvoX15/VOAQ4C/AU/otzOAx1TVwoFtHgX8DLhT3+5k4EHAc4ArgCdX1e/H2cdhwA7A94G/AOv2/T0H2B04AfjOwFPwnao6vneA5wG/Af4MLAQ2Ap7Zj+3VVfWFoefuTGD13v57AIcDN/Z93QPYu6r+a2ibVwOfBW7qx3UasCEwB/hHVW03UPaVwP7Adb3sOcADgGcBFwJbDz7PkmYP+2b75hmhqrytZDeg2q/+Nss2GVsOvGto3V59+SXA54BVBta9rK/bd2ibvfvy64FHDK3bt6/74sCy0Dq8Al46VH7nvvzUoX2P7eOq4X0MHdPcCZ6HNYF7jbN8XeCkfrz/NLTuzF7nDwfX0TqTf/Tb6gPLHwzc0Ot6yDj7utfAz5v15+t04J5D5bandV7fHvXfjzdv3pbNzb75lvX2zaP8Oxx1A7yN4Je+6M7nDGDVoXUbD/yT32lo3ar9n+vIoeVjHcMXx9n/uv2f9Bpgzb7s8b38byZo86/6+m3G2ce+E2yzyM5nMc/RnsP768vHOp/7j7PNl/q6LQaW/U9ftsck9jnWKT99gvXfpr0DvtNkj8ObN28rzs2+eVLPkX3zMr6thnRbx1fVTUPLzu/3C6rqisEVVXVTkguBe01Q3y+GF1TVZUmOB7YFNgeOB7bqq4+YoJ4jaNMcjwB+ObTudxNss1hJHgL8B7ANbapiraEi9xxns8uq6vRxlp/T79cbWLZ1v//RJJrz2H6/bZ+6GbYhrbPfDDh2EvVJmj3sm2/LvnkZMRhq2GXDC6rqxn7e7u3WdTfSzu0Yz4UTLL+g3687dP+3CcqPLb/zIuqakiRb0zq11YCf084buZx2Xs7DgWfTpjSG/WOCKm/s96sOLLtzvz9vEk26a7//j8WUu+Mk6pI0u9g32zcvFwZDLWt3m2D52JVvlw3dj3tFHO0d42C5QbUE7QL4T+CfgCdV1bzBFUneQet8ltY/+v09aefhLMrYsa1bVZdPw74laSL2zY198xA/rkbL2rbDC5KsS3vXdy3tpGaAP/T77SaoZ+xjF46bwr7Hpl1WnWD9/YFLhjue7nbtXkLH9PtxP2JhgrJPnKZ9S9JE7Jsb++YhBkMtay9L8oihZXvTpie+WlXX9WW/pn0swROSPH+wcH/8RGABcNQU9n0p7R3rxhOsPxO4S5KHDe3vVcBTp7CfRfksbRpjryQPHl6ZZPD8n/1oJ4vvm2SzccqukWSl6JgkLXP2zfbN43IqWcvaj4BfJ/k6t/2srDOBt48VqqpK8graZ08dkuS7tOH9B3LrZ2W9vKpunuyOq+rKJL8FnpjkYFrndRPwvao6EfgkrZM5qrfvMtrnVz0B+Cbw/HErnoKqOjnJG2gfJfGHflyn0c5ZeRTtvJkn9bKn9s/KOgD4U5If9zavTutAn0j7PK8HLW27JK307Jvtm8dlMNSyti/tUv430T7z6kpgLvDOqrposGBV/bZf8fWfwJNpH2Z6MfBV4H1V9ecl2P/Leht2BF5M+0yuc4ETq+rHSZ7Z97czrWP6Ha0zuB/T0PkAVNX/JjkJeAttOuY5tOM6EfjCUNmDkpwAvLm34ym0j6I4n9YhHjIdbZK00rNvtm8el998omVi4JPvb3fysCRpNOybtTieYyhJkiTAYChJkqTOYChJkiTAcwwlSZLUOWIoSZIkwGAoSZKkzmAoSZIkwGAoSZKkzmAoSZIkAP4/bgnbrMOMjugAAAAASUVORK5CYII=\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "top_scores = [a[0] for a in importance_tfidf[1]['tops']]\n", "top_words = [a[1] for a in importance_tfidf[1]['tops']]\n", "bottom_scores = [a[0] for a in importance_tfidf[1]['bottom']]\n", "bottom_words = [a[1] for a in importance_tfidf[1]['bottom']]\n", "\n", "plot_important_words(top_scores, top_words, bottom_scores, bottom_words, \"Most important words for relevance\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The words it picked up look much more relevant! Although our metrics on our held out validation set haven't increased much, we have much more confidence in the terms our model is using, and thus would feel more comfortable deploying it in a system that would interact with customers." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Capturing semantic meaning\n", "Our first models have managed to pick up on high signal words. However, it is unlikely that we will have a training set containing all relevant words. To solve this problem, we need to capture the semantic meaning of words. Meaning we need to understand that words like 'good' and 'positive' are closer than apricot and 'continent'.\n", "\n", "### Enter word2vec\n", "Word2vec is a model that was pre-trained on a very large corpus, and provides embeddings that map words that are similar close to each other. A quick way to get a sentence embedding for our classifier, is to average word2vec scores of all words in our sentence." ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "import gensim\n", "\n", "# Load Google's pre-trained Word2Vec model.\n", "word2vec_path = \"~/gensim-data/word2vec-google-news-300/word2vec-google-news-300.gz\"\n", "word2vec = gensim.models.KeyedVectors.load_word2vec_format(word2vec_path, binary=True)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "def get_average_word2vec(tokens_list, vector, generate_missing=False, k=300):\n", " if len(tokens_list)<1:\n", " return np.zeros(k)\n", " if generate_missing:\n", " vectorized = [vector[word] if word in vector else np.random.rand(k) for word in tokens_list]\n", " else:\n", " vectorized = [vector[word] if word in vector else np.zeros(k) for word in tokens_list]\n", " length = len(vectorized)\n", " summed = np.sum(vectorized, axis=0)\n", " averaged = np.divide(summed, length)\n", " return averaged\n", "\n", "def get_word2vec_embeddings(vectors, clean_questions, generate_missing=False):\n", " embeddings = clean_questions['tokens'].apply(lambda x: get_average_word2vec(x, vectors, \n", " generate_missing=generate_missing))\n", " return list(embeddings)" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "embeddings = get_word2vec_embeddings(word2vec, clean_questions)\n", "X_train_word2vec, X_test_word2vec, y_train_word2vec, y_test_word2vec = train_test_split(embeddings, list_labels, \n", " test_size=0.2, random_state=40)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(16, 16)) \n", "plot_LSA(embeddings, list_labels)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These look much more separated, let's see how our logistic regression does on them!" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "clf_w2v = LogisticRegression(C=30.0, class_weight='balanced', solver='newton-cg', \n", " multi_class='multinomial', random_state=40)\n", "clf_w2v.fit(X_train_word2vec, y_train_word2vec)\n", "y_predicted_word2vec = clf_w2v.predict(X_test_word2vec)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "accuracy = 0.772, precision = 0.772, recall = 0.772, f1 = 0.772\n" ] } ], "source": [ "accuracy_word2vec, precision_word2vec, recall_word2vec, f1_word2vec = get_metrics(y_test_word2vec, y_predicted_word2vec)\n", "print(\"accuracy = %.3f, precision = %.3f, recall = %.3f, f1 = %.3f\" % (accuracy_word2vec, precision_word2vec, \n", " recall_word2vec, f1_word2vec))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Still getting better, let's plot the confusion matrix" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Word2Vec confusion matrix\n", "[[982 229 5]\n", " [250 694 5]\n", " [ 2 5 0]]\n", "TFIDF confusion matrix\n", "[[966 250 0]\n", " [265 684 0]\n", " [ 3 4 0]]\n", "BoW confusion matrix\n", "[[975 240 1]\n", " [272 677 0]\n", " [ 3 4 0]]\n" ] } ], "source": [ "cm_w2v = confusion_matrix(y_test_word2vec, y_predicted_word2vec)\n", "fig = plt.figure(figsize=(10, 10))\n", "plot = plot_confusion_matrix(cm, classes=['Irrelevant','Disaster','Unsure'], normalize=False, title='Confusion matrix')\n", "plt.show()\n", "print(\"Word2Vec confusion matrix\")\n", "print(cm_w2v)\n", "print(\"TFIDF confusion matrix\")\n", "print(cm2)\n", "print(\"BoW confusion matrix\")\n", "print(cm)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our model is strictly better in all regards than the first two models, this is promissing!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Further inspection\n", "Since our model does not use a vector with one dimension per word, it gets much harder to directly see which words are most relevant to our classification. In order to provide some explainability, we can leverage a black box explainer such as LIME." ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "from lime import lime_text\n", "from sklearn.pipeline import make_pipeline\n", "from lime.lime_text import LimeTextExplainer\n", "\n", "X_train_data, X_test_data, y_train_data, y_test_data = train_test_split(list_corpus, list_labels, test_size=0.2, \n", " random_state=40)\n", "vector_store = word2vec\n", "def word2vec_pipeline(examples):\n", " global vector_store\n", " tokenizer = RegexpTokenizer(r'\\w+')\n", " tokenized_list = []\n", " for example in examples:\n", " example_tokens = tokenizer.tokenize(example)\n", " vectorized_example = get_average_word2vec(example_tokens, vector_store, generate_missing=False, k=300)\n", " tokenized_list.append(vectorized_example)\n", " return clf_w2v.predict_proba(tokenized_list)\n", "\n", "c = make_pipeline(count_vectorizer, clf)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "def explain_one_instance(instance, class_names):\n", " explainer = LimeTextExplainer(class_names=class_names)\n", " exp = explainer.explain_instance(instance, word2vec_pipeline, num_features=6)\n", " return exp\n", "\n", "def visualize_one_exp(features, labels, index, class_names = [\"irrelevant\",\"relevant\", \"unknown\"]):\n", " exp = explain_one_instance(features[index], class_names = class_names)\n", " print('Index: %d' % index)\n", " print('True class: %s' % class_names[labels[index]])\n", " exp.show_in_notebook(text=True)" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Index: 65\n", "True class: relevant\n" ] }, { "data": { "text/html": [ "\n", " \n", " \n", "
\n", " \n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "visualize_one_exp(X_test_data, y_test_data, 65)" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Index: 60\n", "True class: relevant\n" ] }, { "data": { "text/html": [ "\n", " \n", " \n", "
\n", " \n", " \n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "visualize_one_exp(X_test_data, y_test_data, 60)" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if 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"/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/lime/lime_text.py:114: FutureWarning: split() requires a non-empty pattern match.\n", " self.as_list = [s for s in splitter.split(self.raw) if s]\n", "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/ipykernel_launcher.py:33: DeprecationWarning: The default dtype for empty Series will be 'object' instead of 'float64' in a future version. Specify a dtype explicitly to silence this warning.\n" ] } ], "source": [ "import random\n", "from collections import defaultdict\n", "\n", "random.seed(40)\n", "\n", "def get_statistical_explanation(test_set, sample_size, word2vec_pipeline, label_dict):\n", " sample_sentences = random.sample(test_set, sample_size)\n", " explainer = LimeTextExplainer()\n", " \n", " labels_to_sentences = defaultdict(list)\n", " contributors = defaultdict(dict)\n", " \n", " # First, find contributing words to each class\n", " for sentence in sample_sentences:\n", " probabilities = word2vec_pipeline([sentence])\n", " curr_label = probabilities[0].argmax()\n", " labels_to_sentences[curr_label].append(sentence)\n", " exp = explainer.explain_instance(sentence, word2vec_pipeline, num_features=6, labels=[curr_label])\n", " listed_explanation = exp.as_list(label=curr_label)\n", " \n", " for word,contributing_weight in listed_explanation:\n", " if word in contributors[curr_label]:\n", " contributors[curr_label][word].append(contributing_weight)\n", " else:\n", " contributors[curr_label][word] = [contributing_weight] \n", " \n", " # average each word's contribution to a class, and sort them by impact\n", " average_contributions = {}\n", " sorted_contributions = {}\n", " for label,lexica in contributors.items():\n", " curr_label = label\n", " curr_lexica = lexica\n", " average_contributions[curr_label] = pd.Series(index=curr_lexica.keys())\n", " for word,scores in curr_lexica.items():\n", " average_contributions[curr_label].loc[word] = np.sum(np.array(scores))/sample_size\n", " detractors = average_contributions[curr_label].sort_values()\n", " supporters = average_contributions[curr_label].sort_values(ascending=False)\n", " sorted_contributions[label_dict[curr_label]] = {\n", " 'detractors':detractors,\n", " 'supporters': supporters\n", " }\n", " return sorted_contributions\n", "\n", "label_to_text = {\n", " 0: 'Irrelevant',\n", " 1: 'Relevant',\n", " 2: 'Unsure'\n", "}\n", "sorted_contributions = get_statistical_explanation(X_test_data, 100, word2vec_pipeline, label_to_text)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# First index is the class (Disaster)\n", "# Second index is 0 for detractors, 1 for supporters\n", "# Third is how many words we sample\n", "top_words = sorted_contributions['Relevant']['supporters'][:10].index.tolist()\n", "top_scores = sorted_contributions['Relevant']['supporters'][:10].tolist()\n", "bottom_words = sorted_contributions['Relevant']['detractors'][:10].index.tolist()\n", "bottom_scores = sorted_contributions['Relevant']['detractors'][:10].tolist()\n", "\n", "plot_important_words(top_scores, top_words, bottom_scores, bottom_words, \"Most important words for relevance\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looks like very relevant words are picked up! This model definitely seems to make decisions in a very understandable way." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Leveraging text structure\n", "Our models have been performing better, but they completely ignore the structure. To see whether capturing some more sense of structure would help, we will try a final, more complex model.\n", "\n", "### CNNs for text classification\n", "Here, we will be using a Convolutional Neural Network for sentence classification. While not as popular as RNNs, they have been proven to get competitive results (sometimes beating the best models), and are very fast to train, making them a perfect choice for this tutorial." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First, let's embed our text!" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Found 19091 unique tokens.\n", "(19092, 300)\n" ] } ], "source": [ "from keras.preprocessing.text import Tokenizer\n", "from keras.preprocessing.sequence import pad_sequences\n", "from keras.utils import to_categorical\n", "\n", "EMBEDDING_DIM = 300\n", "MAX_SEQUENCE_LENGTH = 35\n", "VOCAB_SIZE = len(VOCAB)\n", "\n", "VALIDATION_SPLIT=.2\n", "tokenizer = Tokenizer(num_words=VOCAB_SIZE)\n", "tokenizer.fit_on_texts(clean_questions[\"text\"].tolist())\n", "sequences = tokenizer.texts_to_sequences(clean_questions[\"text\"].tolist())\n", "\n", "word_index = tokenizer.word_index\n", "print('Found %s unique tokens.' % len(word_index))\n", "\n", "cnn_data = pad_sequences(sequences, maxlen=MAX_SEQUENCE_LENGTH)\n", "labels = to_categorical(np.asarray(clean_questions[\"class_label\"]))\n", "\n", "indices = np.arange(cnn_data.shape[0])\n", "np.random.shuffle(indices)\n", "cnn_data = cnn_data[indices]\n", "labels = labels[indices]\n", "num_validation_samples = int(VALIDATION_SPLIT * cnn_data.shape[0])\n", "\n", "embedding_weights = np.zeros((len(word_index)+1, EMBEDDING_DIM))\n", "for word,index in word_index.items():\n", " embedding_weights[index,:] = word2vec[word] if word in word2vec else np.random.rand(EMBEDDING_DIM)\n", "print(embedding_weights.shape)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we will define a simple Convolutional Neural Network" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [], "source": [ "from keras.layers import Dense, Input, Flatten, Dropout, Concatenate\n", "from keras.layers import Conv1D, MaxPooling1D, Embedding\n", "from keras.layers import LSTM, Bidirectional\n", "from keras.models import Model\n", "\n", "def ConvNet(embeddings, max_sequence_length, num_words, embedding_dim, labels_index, trainable=False, extra_conv=True):\n", " \n", " embedding_layer = Embedding(num_words,\n", " embedding_dim,\n", " weights=[embeddings],\n", " input_length=max_sequence_length,\n", " trainable=trainable)\n", "\n", " sequence_input = Input(shape=(max_sequence_length,), dtype='int32')\n", " embedded_sequences = embedding_layer(sequence_input)\n", "\n", " # Yoon Kim model (https://arxiv.org/abs/1408.5882)\n", " convs = []\n", " filter_sizes = [3,4,5]\n", "\n", " for filter_size in filter_sizes:\n", " l_conv = Conv1D(filters=128, kernel_size=filter_size, activation='relu')(embedded_sequences)\n", " l_pool = MaxPooling1D(pool_size=3)(l_conv)\n", " convs.append(l_pool)\n", "\n", " l_merge = Concatenate(axis=1)(convs)\n", "\n", " # add a 1D convnet with global maxpooling, instead of Yoon Kim model\n", " conv = Conv1D(filters=128, kernel_size=3, activation='relu')(embedded_sequences)\n", " pool = MaxPooling1D(pool_size=3)(conv)\n", "\n", " if extra_conv==True:\n", " x = Dropout(0.5)(l_merge) \n", " else:\n", " # Original Yoon Kim model\n", " x = Dropout(0.5)(pool)\n", " x = Flatten()(x)\n", " x = Dense(128, activation='relu')(x)\n", " #x = Dropout(0.5)(x)\n", "\n", " preds = Dense(labels_index, activation='softmax')(x)\n", "\n", " model = Model(sequence_input, preds)\n", " model.compile(loss='categorical_crossentropy',\n", " optimizer='adam',\n", " metrics=['acc'])\n", "\n", " return model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now let's train our Neural Network" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [], "source": [ "x_train = cnn_data[:-num_validation_samples]\n", "y_train = labels[:-num_validation_samples]\n", "x_val = cnn_data[-num_validation_samples:]\n", "y_val = labels[-num_validation_samples:]\n", "\n", "model = ConvNet(embedding_weights, MAX_SEQUENCE_LENGTH, len(word_index)+1, EMBEDDING_DIM, \n", " len(list(clean_questions[\"class_label\"].unique())), False)" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Epoch 1/3\n", "68/68 [==============================] - 9s 124ms/step - loss: 0.6892 - acc: 0.6292 - val_loss: 0.5000 - val_acc: 0.7757\n", "Epoch 2/3\n", "68/68 [==============================] - 7s 108ms/step - loss: 0.4530 - acc: 0.7972 - val_loss: 0.4599 - val_acc: 0.7877\n", "Epoch 3/3\n", "68/68 [==============================] - 7s 108ms/step - loss: 0.3925 - acc: 0.8306 - val_loss: 0.4997 - val_acc: 0.7706\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.fit(x_train, y_train, validation_data=(x_val, y_val), epochs=3, batch_size=128)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our best model yet, at least on the surface. Exploring whether it is really performing as expected using the previous method is left to the reader." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bonus: What about text generation?\n", "Most practical problems fall within the buckets of organizing or classifying text data. However, in some cases like automated support systems, or translation, generating text is necessary. One of the best methods to accomplish this is to use a Recurrent Neural Network as a language model. Training these models is quite difficult, and usually very long. Since we will not have time to train one here, below is an example of a pre-trained model." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Yelp review generation\n", "This is a character-level Recurrent Neural Network model trained by Andrew Manser (an Insight Fellow), during his time at insight. He trained it exclusively on 5 star reviews from the open Yelp dataset for multiple weeks, to get to the demonstrated level of fluency" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "# code from https://github.com/ajmanser/Yelp\n", "\n", "from keras import layers\n", "import sys\n", "\n", "# Dictionary mapping unique characters to their index in `chars`\n", "text=open('seed_text.txt').read()\n", "chars=['\\n', ' ', '!', '\"', '#', '$', '%', '&', \"'\", '(', ')', '*', ',', '-', '.', '/', '0', '1', '2', '3', '4', '5', '6', '7', '8', '9', ':', ';', '<', '=', '>', '?', '@', 'A', 'B', 'C', 'D', 'E', 'F', 'G', 'H', 'I', 'J', 'K', 'L', 'M', 'N', 'O', 'P', 'Q', 'R', 'S', 'T', 'U', 'V', 'W', 'X', 'Y', 'Z', '[', '\\\\', ']', '^', '_', '`', 'a', 'b', 'c', 'd', 'e', 'f', 'g', 'h', 'i', 'j', 'k', 'l', 'm', 'n', 'o', 'p', 'q', 'r', 's', 't', 'u', 'v', 'w', 'x', 'y', 'z', '{', '|', '}', '~']\n", "\n", "char_indices = dict((char, chars.index(char)) for char in chars)\n", "maxlen=60\n", "step=1\n", "\n", "model = keras.models.Sequential()\n", "model.add(layers.LSTM(1024, input_shape=(maxlen, len(chars)),return_sequences=True))\n", "model.add(layers.LSTM(1024, input_shape=(maxlen, len(chars))))\n", "model.add(layers.Dense(len(chars), activation='softmax'))\n", "model.load_weights(\"pretrained-yelp.hdf5\")\n", "\n", "optimizer = keras.optimizers.Adam(lr=0.0002)\n", "model.compile(loss='categorical_crossentropy', optimizer=optimizer)" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "def sample(preds, temperature=1.0):\n", " preds = np.asarray(preds).astype('float64')\n", " preds = np.log(preds) / temperature\n", " exp_preds = np.exp(preds)\n", " preds = exp_preds / np.sum(exp_preds)\n", " probas = np.random.multinomial(1, preds, 1)\n", " return np.argmax(probas)\n", "\n", "def random_reviews():\n", " start_index = np.random.randint(0, len(text) - maxlen - 1)\n", " generated_text = text[start_index: start_index + maxlen]\n", " print('Coming up with several reviews for you...')\n", "\n", " for temperature in [0.8]:\n", " sys.stdout.write(generated_text)\n", "\n", " # We generate 600 characters\n", " for i in range(600):\n", " sampled = np.zeros((1, maxlen, len(chars)))\n", " for t, char in enumerate(generated_text):\n", " sampled[0, t, char_indices[char]] = 1.\n", "\n", " preds = model.predict(sampled, verbose=0)[0]\n", " next_index = sample(preds, temperature)\n", " next_char = chars[next_index]\n", "\n", " generated_text += next_char\n", " generated_text = generated_text[1:]\n", "\n", " sys.stdout.write(next_char)\n", " sys.stdout.flush()\n", " print(generated_text)" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Coming up with several reviews for you...\n", "This is a text file. This file is just something to help the" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/ipykernel_launcher.py:3: RuntimeWarning: divide by zero encountered in log\n", " This is separate from the ipykernel package so we can avoid doing imports until\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "y make it sliming or cole slaw.\"\n", "\"Service and food is always excellent. definitely a must to have something in town. a great place for a family party. conseir genurt fant des bonnes et very authentique a hummus la salade de mole et con une atra vous en falaus de dessert nicht entre - faire particulirte ambinte . converition en moist mon ans de rendenre!\"\n", "\"Awesome service, one of my favorite spots to go with friends and family or have a great experience! the chicken wings and the strawberry margariat experience! the chicken wings and the strawberry margari\n" ] } ], "source": [ "random_reviews()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Making Deep Learning models better\n", "To help elaborate deep learning models get to a polished state, it is usually useful to add hand-crafter rules on top. Here, we substitute food words in the generated reviews for ones from a pre-established list." ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "from nltk.corpus import wordnet as wn\n", "\n", "def food_related(nouns):\n", "\n", " food=wn.synset('food.n.01')\n", " final_list=[]\n", " for word in nouns:\n", " temp=word\n", " word=word+'.n.01'\n", " try:\n", " if food.wup_similarity(wn.synset(word))>0.20 and temp!='food':\n", " final_list.append(temp)\n", " except:\n", " pass\n", "\n", " return final_list\n", "\n", "def user_custom(foods):\n", " # enter foods as a string separated by commas. For example 'sushi, sashimi, maki'\n", " start_index = np.random.randint(0, len(text) - maxlen - 1)\n", " generated_text = text[start_index: start_index + maxlen]\n", " print('Coming up with two ideas for you...')\n", "\n", " final=generated_text+''\n", "\n", " for temperature in [0.8]:\n", "\n", "\n", " # We generate 600 characters\n", " for i in range(600):\n", " sampled = np.zeros((1, maxlen, len(chars)))\n", " for t, char in enumerate(generated_text):\n", " sampled[0, t, char_indices[char]] = 1.\n", "\n", " preds = model.predict(sampled, verbose=0)[0]\n", " next_index = sample(preds, temperature)\n", " next_char = chars[next_index]\n", " final+=next_char\n", "\n", " generated_text += next_char\n", " generated_text = generated_text[1:]\n", " \n", " #print first review, then second via SOR/EOR\n", " temp=personalized_clean_up(final, foods)\n", " start=temp.find('SOR')\n", " stop=findStrAfterStr(temp, 'EOR', 'SOR')\n", " end_first=temp[start+4:stop]\n", "\n", " new=temp[get_second_index(temp, 'SOR')+4:]\n", " ending=new.find('EOR')\n", " print(temp[start+4:stop])\n", " print(\"\")\n", " print(new[:ending])\n", " \n", "def personalized_clean_up(review,user_items):\n", " #take generic review, and replace with user generated words\n", " generic_nouns=review_to_nouns(review)\n", " food_generic=food_related(generic_nouns)\n", "\n", " user_picked_items=user_items.split(\",\")\n", "\n", " final=[]\n", " for word in re.findall(r\"[\\w']+|[.,!?;]\", review):\n", " if word in food_generic and len(user_picked_items)>1:\n", " word=np.random.choice(user_picked_items)\n", " final.append(word)\n", " else:\n", " final.append(word)\n", "\n", " new_review=\" \".join(final)\n", " return re.sub(r'\\s+([?.!\",])', r'\\1', new_review)\n", "\n", "def review_to_nouns(review):\n", " is_noun = lambda pos: pos[:2] == 'NN'\n", " token=nltk.word_tokenize(review)\n", " nouns=[word for (word, pos) in nltk.pos_tag(token) if is_noun(pos)]\n", " return nouns\n", "\n", "def findStrAfterStr(myString, searchText, afterText):\n", " after_index = myString.index(afterText)\n", " return myString.find(searchText, after_index)\n", "\n", "def get_second_index(input_string, sub_string):\n", " return input_string.index(sub_string, input_string.index(sub_string) + 1)" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Coming up with two ideas for you...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Users/emmanuel.ameisen/Code/concrete_NLP_tutorial/venv/lib/python3.6/site-packages/ipykernel_launcher.py:3: RuntimeWarning: divide by zero encountered in log\n", " This is separate from the ipykernel package so we can avoid doing imports until\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " taco food and service. great value and good food. I'm not a big burrito taco snow after searching for burrito burritos and burrito and taco on steroins! what more could you ask for!! also be sure to stuff you probably started. \n", "\n", "This taco is authentic and tasty and filling.. The only burrito I can go on the weekends every time in the area. \n" ] } ], "source": [ "user_custom('burrito, taco, guac')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Takeaways\n", "We now have a solid framework for organizing text data, and training classifiers while efficiently inspecting their results. While we've started to get some interesting results for text generation, we are far from having solved NLP!\n", "\n", "# Thank you!\n", "Feel free to follow me on [Twitter](https://twitter.com/EmmanuelAmeisen), and find out more about Insight on [our website](insightdatascience.com) and check out our [blog](blog.insightdatascience.com) for more content like this. " ] } ], "metadata": { "kernelspec": { "display_name": "venv", "language": "python", "name": "venv" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.5" } }, "nbformat": 4, "nbformat_minor": 2 }