Notebooks/6_NLP/1c_IntroNLP_WordEmbeddings.ipynb

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   "source": [
    "## Introduction to Natural Language Processing tasks  \n",
    "#### An Introduction to Word Embeddings"
   ]
  },
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   "source": [
    "!pip install -U -q spacy gensim"
   ]
  },
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   "source": [
    "import numpy as np\n",
    "import matplotlib\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sn\n",
    "import pandas as pd\n",
    "%matplotlib inline\n",
    "\n",
    "import os\n",
    "import csv\n",
    "import spacy\n",
    "import gensim\n",
    "import time\n",
    "\n",
    "%matplotlib inline\n",
    "\n",
    "from sklearn.manifold import TSNE"
   ]
  },
  {
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   "source": [
    "begin = time.time()"
   ]
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   "source": [
    "Many people would say the breakthrough of deep learning in natural language processing started with the introduction of word embeddings. Rather than using the words themselves as features, neural network methods typically take as input dense, relatively low-dimensional vectors that model the meaning and usage of a word. Word embeddings were first popularized through the [Word2Vec](https://arxiv.org/abs/1301.3781) model, developed by Thomas Mikolov and colleagues at Google. Since then, scores of alternative approaches have been developed, such as [GloVe](https://nlp.stanford.edu/projects/glove/) and [FastText](https://fasttext.cc/) embeddings. In this notebook, we'll explore word embeddings with the original Word2Vec approach, as implemented in the [Gensim](https://radimrehurek.com/gensim/) library."
   ]
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   },
   "source": [
    "## Training word embeddings"
   ]
  },
  {
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   "source": [
    "Training word embeddings with Gensim couldn't be easier. The only thing we need is a corpus of sentences in the language of interest. For our experiments we're going to use the abstracts of all ArXiv papers in the category cs.CL (computation and language) that were published before mid-April 2021 — a total of around 25,000 documents. We tokenize these abstracts with _spaCy_."
   ]
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   "source": [
    "class Corpus(object):\n",
    "\n",
    "    def __init__(self, filename):\n",
    "        self.filename = filename\n",
    "        self.nlp = spacy.blank(\"en\")\n",
    "        \n",
    "    def __iter__(self):\n",
    "        with open(self.filename, \"r\") as i:\n",
    "            reader = csv.reader(i, delimiter=\",\")\n",
    "            for _, abstract in reader:\n",
    "                tokens = [t.text.lower() for t in self.nlp(abstract)]\n",
    "                yield tokens\n",
    "                            \n",
    "                    \n",
    "documents = Corpus(os.path.join(os.getcwd(), \"data/arxiv/arxiv.csv\"))"
   ]
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   "source": [
    "When we train our word embeddings, Gensim allows us to set a number of parameters. The most important of these are `min_count`, `window`, `vector_size` and `sg`:\n",
    "\n",
    "- `min_count` is the minimum frequency of the words in our corpus. For infrequent words we just don't have enough information to train reliable word embeddings. It therefore makes sense to set this minimum frequency to at least 10. In these experiments, we'll set it to 100 to limit the size of our model even more.\n",
    "- `window` is the number of words to the left and to the right that make up the context that word2vec will take into account.\n",
    "- `vector_size` is the dimensionality of the word vectors. This is generally between 100 and 1000. This dimensionality often forces us to make a trade-off: embeddings with a higher dimensionality are able to model more information, but also need more data to train.\n",
    "- `sg`: there are two algorithms to train `Word2Vec`: skip-gram and CBOW. Skip-gram tries to predict the context on the basis of the target word; CBOW tries to find the target on the basis of the context. By default, Gensim uses CBOW (`sg=0`).\n",
    "\n",
    "We'll investigate the impact of some of these parameters later."
   ]
  },
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   "source": [
    "# https://radimrehurek.com/gensim/models/word2vec.html\n",
    "\n",
    "model = gensim.models.Word2Vec(documents, min_count=100, window=5, vector_size=100)"
   ]
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   "source": [
    "## Using word embeddings"
   ]
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   "source": [
    "Let's take a look at the trained model. The word embeddings are on its `wv` attribute and we can access them by  using the token as key. For example, here is the embedding for *nlp*, with the requested 100 dimensions."
   ]
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   "source": [
    "model.wv[\"nlp\"]"
   ]
  },
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   "source": [
    "We can also easily find the similarity between two words. Similarity is measured as the cosine between the two word embeddings, and therefore ranges between -1 and +1. The higher the cosine, the more similar two words are. As expected, the figures below show that *nmt* (neural machine translation) is closer to *smt* (statistical machine translation) than to *ner* (named entity recognition)."
   ]
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       "0.6374376\n",
       "0.4033119\n"
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   "source": [
    "print(model.wv.similarity(\"nmt\", \"smt\"))\n",
    "print(model.wv.similarity(\"nmt\", \"ner\"))"
   ]
  },
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   "cell_type": "markdown",
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   "source": [
    "In a similar vein, we can find the words that are most similar to a target word. The words with the most similar embedding to *bert* are all semantically related to it: other types of pretrained models such as *roberta*, *mbert*, *xlm*, as well as the more general model type BERT represents (*transformer* and *transformers*), and more generally related words (*pretrained*)."
   ]
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       "Out[43]: [('roberta', 0.8247658014297485),\n",
       " ('transformer', 0.7688364386558533),\n",
       " ('transformers', 0.7253527641296387),\n",
       " ('elmo', 0.7068145275115967),\n",
       " ('pretrained', 0.6856437921524048),\n",
       " ('mbert', 0.661204993724823),\n",
       " ('xlnet', 0.6604273915290833),\n",
       " ('xlm', 0.6507230997085571),\n",
       " ('gpt-2', 0.6423696875572205),\n",
       " ('lstm', 0.6066902875900269)]"
      ]
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       "data": "Out[43]: [('roberta', 0.8247658014297485),\n ('transformer', 0.7688364386558533),\n ('transformers', 0.7253527641296387),\n ('elmo', 0.7068145275115967),\n ('pretrained', 0.6856437921524048),\n ('mbert', 0.661204993724823),\n ('xlnet', 0.6604273915290833),\n ('xlm', 0.6507230997085571),\n ('gpt-2', 0.6423696875572205),\n ('lstm', 0.6066902875900269)]",
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   "source": [
    "model.wv.similar_by_word(\"bert\", topn=10)"
   ]
  },
  {
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   "source": [
    "Interestingly, we can look for words that are similar to a set of words and dissimilar to another set of words at the same time. This allows us to look for analogies of the type *\"BERT is to a transformer like an LSTM is to ...\"*. Our embedding model correctly predicts that LSTMs are a type of RNN, just like BERT is a particular type of transformer."
   ]
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      "text/plain": [
       "Out[44]: [('rnn', 0.8108911514282227)]"
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   "source": [
    "model.wv.most_similar(positive=[\"transformer\", \"lstm\"], negative=[\"bert\"], topn=1)"
   ]
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   "source": [
    "Similarly, we can also zoom in on one of the meanings of ambiguous words. For example, in NLP *tree* has a very specific meaning, which is obvious from its nearest neighbours *constituency*, *parse*, *dependency* and *syntax*."
   ]
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       "Out[45]: [('trees', 0.7974265217781067),\n",
       " ('constituency', 0.7110876441001892),\n",
       " ('parse', 0.6873953938484192),\n",
       " ('recursive', 0.674397349357605),\n",
       " ('dependency', 0.6267671585083008),\n",
       " ('formalism', 0.6220996975898743),\n",
       " ('syntax', 0.602204442024231),\n",
       " ('constituent', 0.5897524952888489),\n",
       " ('parser', 0.5845262408256531),\n",
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       "data": "Out[45]: [('trees', 0.7974265217781067),\n ('constituency', 0.7110876441001892),\n ('parse', 0.6873953938484192),\n ('recursive', 0.674397349357605),\n ('dependency', 0.6267671585083008),\n ('formalism', 0.6220996975898743),\n ('syntax', 0.602204442024231),\n ('constituent', 0.5897524952888489),\n ('parser', 0.5845262408256531),\n ('grammars', 0.5828895568847656)]",
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   "source": [
    "model.wv.most_similar(positive=[\"tree\"], topn=10)"
   ]
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   "source": [
    "However, if we specify we're looking for words that are similar to *tree*, but dissimilar to *syntax*, suddenly its standard meaning takes over, and *forest* crops up in its nearest neighbours."
   ]
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      "text/plain": [
       "Out[46]: [('forest', 0.5421206951141357),\n",
       " ('bayes', 0.4558849036693573),\n",
       " ('random', 0.4272131621837616),\n",
       " ('logistic', 0.4225144684314728),\n",
       " ('normalized', 0.4219419062137604),\n",
       " ('binary', 0.41850051283836365),\n",
       " ('crf', 0.4086153507232666),\n",
       " ('weighted', 0.40789735317230225),\n",
       " ('modified', 0.40215441584587097),\n",
       " ('nearest', 0.3924811780452728)]"
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       "addedWidgets": {},
       "arguments": {},
       "data": "Out[46]: [('forest', 0.5421206951141357),\n ('bayes', 0.4558849036693573),\n ('random', 0.4272131621837616),\n ('logistic', 0.4225144684314728),\n ('normalized', 0.4219419062137604),\n ('binary', 0.41850051283836365),\n ('crf', 0.4086153507232666),\n ('weighted', 0.40789735317230225),\n ('modified', 0.40215441584587097),\n ('nearest', 0.3924811780452728)]",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "ansi"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "model.wv.most_similar(positive=[\"tree\"], negative=[\"syntax\"], topn=10)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "31ebcb1b-57ec-49bc-b313-8c1a44437a23",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "Finally, we can present the `WordVec` model with a list of words and ask it to identify the odd one out. It then uses the word embeddings to identify the word that is least similar to the other ones. For example, in the list *lstm cnn gru svm transformer*, it correctly identifies *svm* as the only non-neural model. In the list *bert word2vec gpt-2 roberta xlnet*, it correctly singles out *word2vec* as the only non-transormer model. In *word2vec bert glove fasttext elmo*, *bert* is singled out as the only transformer."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "69b8eeb1-5601-4096-836b-a2aebcd6db4f",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "svm\n",
       "word2vec\n",
       "bert\n"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "svm\nword2vec\nbert\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "ansi"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(model.wv.doesnt_match(\"lstm cnn gru svm transformer\".split()))\n",
    "print(model.wv.doesnt_match(\"bert word2vec gpt-2 roberta xlnet\".split()))\n",
    "print(model.wv.doesnt_match(\"word2vec bert glove fasttext elmo\".split()))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "d687d542-dc3b-4b08-a9ab-17cce2ac51d0",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "## Plotting embeddings"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "f9e00f53-e424-441c-bd54-82ebfd68ccf4",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "Let's now visualize some of our embeddings. To plot embeddings with a dimensionality of 100 or more, we first need to map them to a dimensionality of 2. We do this with the popular [t-SNE](https://lvdmaaten.github.io/tsne/) method. T-SNE, short for **t-distributed Stochastic Neighbor Embedding**, helps us visualize high-dimensional data by mapping similar data to nearby points and dissimilar data to distant points in the low-dimensional space.\n",
    "\n",
    "T-SNE is present in [Scikit-learn](https://scikit-learn.org/stable/modules/generated/sklearn.manifold.TSNE.html). To run it, we just have to specify the number of dimensions we'd like to map the data to (`n_components`), and the similarity metric that t-SNE should use to compute the similarity between two data points (`metric`). We're going to map to 2 dimensions and use the cosine as our similarity metric. Additionally, we use PCA as an initialization method to remove some noise and speed up computation. The [Scikit-learn user guide](https://scikit-learn.org/stable/modules/manifold.html#t-sne) contains some additional tips for optimizing performance. \n",
    "\n",
    "Plotting all the embeddings in our vector space would result in a very crowded figure where the labels are hardly legible. Therefore we'll focus on a subset of embeddings by selecting the 200 most similar words to a target word."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "ab123380-8831-4eb4-8d87-c87138c2fc5f",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "target_word = \"bert\"\n",
    "selected_words = [w[0] for w in model.wv.most_similar(positive=[target_word], topn=200)] + [target_word]\n",
    "embeddings = [model.wv[w] for w in selected_words] + model.wv[\"bert\"]\n",
    "\n",
    "mapped_embeddings = TSNE(n_components=2, metric='cosine', init='pca', square_distances=True).fit_transform(embeddings)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "6ce545f6-848f-474d-a9b4-1715a0587c61",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "If we take *bert* as our target word, the figure shows some interesting patterns. In the immediate vicinity of *bert*, we find the similar transformer models that we already identified as its nearest neighbours earlier: *xlm*, *mbert*, *gpt-2*, and so on. Other parts of the picture have equally informative clusters of NLP tasks and benchmarks (*squad* and *glue*), languages (*german* and *english*), neural-network architectures (*lstm*, *gru*, etc.), embedding types (*word2vec*, *glove*, *fasttext*, *elmo*), etc."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "bc86ac7e-602a-4975-b983-7a5eb94175ca",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n"
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": 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\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "image"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,20))\n",
    "x = mapped_embeddings[:,0]\n",
    "y = mapped_embeddings[:,1]\n",
    "plt.scatter(x, y)\n",
    "\n",
    "for i, txt in enumerate(selected_words):\n",
    "    plt.annotate(txt, (x[i], y[i]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "7af882e6-ed36-47dc-abb5-d12d3c0203da",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "## Conclusions"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "d7eb49aa-1f7b-4495-a8ed-c41c7558c829",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "Word embeddings are one of the most exciting trends on Natural Language Processing since the 2000s. They allow us to model the meaning and usage of a word, and discover words that behave similarly. This is crucial for the generalization capacity of many machine learning models. Moving from raw strings to embeddings allows them to generalize across words that have a similar meaning, and to discover patterns that had previously escaped them."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "inputWidgets": {},
     "nuid": "73fc5318-01a8-488c-bb7e-fbe191d5bfec",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Execution took: 2.0464806874593098 minutes\n"
      ]
     },
     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
       "arguments": {},
       "data": "Execution took: 2.0464806874593098 minutes\n",
       "datasetInfos": [],
       "metadata": {},
       "removedWidgets": [],
       "type": "ansi"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(f\"Execution took: {((time.time() - begin)/60)} minutes\")"
   ]
  }
 ],
 "metadata": {
  "application/vnd.databricks.v1+notebook": {
   "dashboards": [],
   "language": "python",
   "notebookMetadata": {
    "pythonIndentUnit": 2
   },
   "notebookName": "2c_IntroNLP_WordEmbeddings",
   "notebookOrigID": 4473113267812570,
   "widgets": {}
  },
  "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": "3.7.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}