{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"## Word Embeddings and Embedding Layer in Keras.","metadata":{"_uuid":"d3d6451a0f6029825c07e3efadcd77169b31db9e"}},{"cell_type":"markdown","source":"### Do we need embedding layer?\n\nEmbedding layer enables us to convert each word into a fixed length vector of defined size. The resultant vector is a dense one with having real values instead of just 0's and 1's. The fixed length of word vectors helps us to represent words in a better way along with reduced dimensions\n","metadata":{"_uuid":"7a5c0786e978d93aa5de2a4315cb817d66f3da38"}},{"cell_type":"markdown","source":"#### IMPORTING MODULES","metadata":{"_uuid":"d48312c5146ad38bab97d505dd35a147b946de4a"}},{"cell_type":"code","source":"# Ignore  the warnings\nimport warnings\nwarnings.filterwarnings('always')\nwarnings.filterwarnings('ignore')\n\n# data visualisation and manipulation\nimport numpy as np\nimport pandas as pd\nimport matplotlib.pyplot as plt\nfrom matplotlib import style\nimport seaborn as sns\n#configure\n# sets matplotlib to inline and displays graphs below the corressponding cell.\n%matplotlib inline  \nstyle.use('fivethirtyeight')\nsns.set(style='whitegrid',color_codes=True)\n\n\n#keras\nimport keras\nfrom keras.preprocessing.text import one_hot,Tokenizer\nfrom keras.preprocessing.sequence import pad_sequences\nfrom keras.models import Sequential\nfrom keras.layers import Dense , Flatten ,Embedding,Input\nfrom keras.models import Model","metadata":{"_uuid":"cedb06de49a94e693e8de60941b7c57d6997f63f","execution":{"iopub.status.busy":"2023-01-04T09:26:51.17455Z","iopub.execute_input":"2023-01-04T09:26:51.17495Z","iopub.status.idle":"2023-01-04T09:26:55.297992Z","shell.execute_reply.started":"2023-01-04T09:26:51.174893Z","shell.execute_reply":"2023-01-04T09:26:55.296635Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### CREATING SAMPLE CORPUS OF DOCUMENTS","metadata":{"_uuid":"604b9fdec82053d0170e98af3e76594001ee9e43"}},{"cell_type":"code","source":"text_1=\"she bought the baby a doll\"\ntext_2=\"but she wants to buy something else\"\ntext_3=\"so she bought another doll and she went back home\"\n\ndocs=[text_1,text_2,text_3]\nno_docs=len(docs)\n","metadata":{"_uuid":"b789f1783a653c9a6b74541fd27348f5680c6569","execution":{"iopub.status.busy":"2023-01-04T09:34:53.306761Z","iopub.execute_input":"2023-01-04T09:34:53.307607Z","iopub.status.idle":"2023-01-04T09:34:53.312503Z","shell.execute_reply.started":"2023-01-04T09:34:53.307548Z","shell.execute_reply":"2023-01-04T09:34:53.311599Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"#### INTEGER ENCODING ALL THE DOCUMENTS","metadata":{"_uuid":"2fc3f964bec6dab85e0b9e5874d065f6f5637f1d"}},{"cell_type":"markdown","source":"After this all the unique words will be reprsented by an integer. For this we are using **one_hot** function from the Keras. Note that the **vocab_size**  is specified large enough so as to ensure **unique integer encoding**  for each and every word.","metadata":{"_uuid":"46bd3ac6a6dfb9e73708302c20cd7091092b596e"}},{"cell_type":"code","source":"vocab_size=50 \nencod_docs=[]\nfor i,doc in enumerate(docs):\n    encod_docs.append(one_hot(doc,50))\n    print(\"The encoding for document\",i+1,\" is : \",one_hot(doc,50))","metadata":{"_uuid":"04453f82e7bd7cb51c8a2c7d17637218060e398a","execution":{"iopub.status.busy":"2023-01-04T09:35:21.721167Z","iopub.execute_input":"2023-01-04T09:35:21.721503Z","iopub.status.idle":"2023-01-04T09:35:21.728407Z","shell.execute_reply.started":"2023-01-04T09:35:21.721443Z","shell.execute_reply":"2023-01-04T09:35:21.727248Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"#### PADDING THE DOCS (to make very doc of same length)","metadata":{"_uuid":"e58da092bf54cc13ea8eedb3b930b5857dc94b40"}},{"cell_type":"markdown","source":"**The Keras Embedding layer requires all individual documents to be of same length.** Therefore now in Keras Embedding layer the **'input_length'**  will be equal to the length  of the document with maximum length or maximum number of words.\n\nTo pad the shorter documents We use **pad_sequences** functon from the Keras library.","metadata":{"_uuid":"7dcb24072c22e932b98dcb15f17372430cd715f6"}},{"cell_type":"code","source":"# length of maximum document. will be nedded whenever create embeddings for the words\nimport nltk\nmaxlen = -1\nfor doc in docs:\n    tokens=nltk.word_tokenize(doc)\n    if(maxlen<len(tokens)):\n        maxlen=len(tokens)\nprint(\"The maximum number of words in any document is : \",maxlen)","metadata":{"_uuid":"0a0328b18b81c70f0db2dfbb7200fcde3ed665a5","execution":{"iopub.status.busy":"2023-01-04T09:35:32.222245Z","iopub.execute_input":"2023-01-04T09:35:32.222547Z","iopub.status.idle":"2023-01-04T09:35:32.229973Z","shell.execute_reply.started":"2023-01-04T09:35:32.222508Z","shell.execute_reply":"2023-01-04T09:35:32.228947Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# now to create embeddings all of our docs need to be of same length. hence we can pad the docs with zeros.\npad_docs=pad_sequences(encod_corp,maxlen=maxlen,padding='post',value=0.0)\nprint(\"No of padded documents: \",len(pad_docs))","metadata":{"_uuid":"22c873edc5421b21eec6419948d0e82d465c6373","execution":{"iopub.status.busy":"2023-01-04T09:35:44.141777Z","iopub.execute_input":"2023-01-04T09:35:44.14209Z","iopub.status.idle":"2023-01-04T09:35:44.148019Z","shell.execute_reply.started":"2023-01-04T09:35:44.142027Z","shell.execute_reply":"2023-01-04T09:35:44.146425Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"for i,document in enumerate(pad_docs):\n     print(\"The padded encoding for each document\",i+1,\" is : \",document)","metadata":{"_uuid":"f3cfbb0c557cd741bde8678dbab207590ea57960","execution":{"iopub.status.busy":"2023-01-04T09:35:55.284229Z","iopub.execute_input":"2023-01-04T09:35:55.284578Z","iopub.status.idle":"2023-01-04T09:35:55.294482Z","shell.execute_reply.started":"2023-01-04T09:35:55.284495Z","shell.execute_reply":"2023-01-04T09:35:55.293217Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"#### ACTUALLY CREATING THE EMBEDDINGS using KERAS EMBEDDING LAYER","metadata":{"_uuid":"95e0fa1b14f37562d504ef5b093e7d3812a26868"}},{"cell_type":"markdown","source":"## Do we need embedding layer?\n![embeddings.png](attachment:b7376833-4936-40d3-879c-96e63a065302.png)\nEmbedding layer enables us to convert each word into a fixed length vector of defined size. The resultant vector is a dense one with having real values instead of just 0's and 1's. The fixed length of word vectors helps us to represent words in a better way along with reduced dimensions","metadata":{},"attachments":{"b7376833-4936-40d3-879c-96e63a065302.png":{"image/png":"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"}}},{"cell_type":"markdown","source":"Now all the documents are of same length (after padding). And so now we are ready to create and use the embeddings.\n\n**I will embed the words into vectors of 8 dimensions.**","metadata":{"_uuid":"bb781af84c8e51a23241415749cb2bd1834f9676"}},{"cell_type":"code","source":"# specifying the input shape\ninput_layer=Input(shape=(no_docs,maxlen),dtype='float64')\ninput_layer","metadata":{"_uuid":"bdbc0bd1f475e8f6026b24e99fe8b353d226978c","execution":{"iopub.status.busy":"2023-01-04T10:16:55.322785Z","iopub.execute_input":"2023-01-04T10:16:55.323192Z","iopub.status.idle":"2023-01-04T10:16:55.333255Z","shell.execute_reply.started":"2023-01-04T10:16:55.323128Z","shell.execute_reply":"2023-01-04T10:16:55.331605Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"'''\nshape of input. \neach document has 10 words which is the value of our maxlen variable.\n\n'''\nword_input=Input(shape=(maxlen,),dtype='float64')  \n\n# creating the embedding\nword_embedding=Embedding(input_dim=vocab_size,output_dim=8,input_length=maxlen)(word_input)\n\nword_vec=Flatten()(word_embedding) # flatten\nembed_model =Model([word_input],word_vec) # combining all into a Keras model","metadata":{"_uuid":"6a2d829400ece99acebacbba69845fd999142f54","execution":{"iopub.status.busy":"2023-01-04T10:16:58.782294Z","iopub.execute_input":"2023-01-04T10:16:58.782659Z","iopub.status.idle":"2023-01-04T10:16:58.814449Z","shell.execute_reply.started":"2023-01-04T10:16:58.782593Z","shell.execute_reply":"2023-01-04T10:16:58.813233Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**PARAMETERS OF THE EMBEDDING LAYER --- **\n\n**'input_dim' = the vocab size that we will choose**. \nIn other words it is the number of unique words in the vocab.\n\n**'output_dim'  = the number of dimensions we wish to embed into**. Each word will be represented by a vector of this much dimensions.\n\n**'input_length' = lenght of the maximum document**. which is stored in maxlen variable in our case.","metadata":{"_uuid":"c71ce6d1c9719ed627989d985168f65129f6d9c6"}},{"cell_type":"code","source":"# compiling the model\nembed_model.compile(optimizer=keras.optimizers.Adam(lr=1e-3),loss='binary_crossentropy',metrics=['acc']) ","metadata":{"_uuid":"68bc772020f0fbcefe2a67e9d0422678522c6868","execution":{"iopub.status.busy":"2023-01-04T10:17:01.748216Z","iopub.execute_input":"2023-01-04T10:17:01.7486Z","iopub.status.idle":"2023-01-04T10:17:01.807481Z","shell.execute_reply.started":"2023-01-04T10:17:01.748512Z","shell.execute_reply":"2023-01-04T10:17:01.80628Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(word_embedding)","metadata":{"_uuid":"cb509558221ab7e1df170340ac035af9f029f0f5","execution":{"iopub.status.busy":"2023-01-04T10:17:04.941766Z","iopub.execute_input":"2023-01-04T10:17:04.942169Z","iopub.status.idle":"2023-01-04T10:17:04.949187Z","shell.execute_reply.started":"2023-01-04T10:17:04.942094Z","shell.execute_reply":"2023-01-04T10:17:04.948149Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(embed_model.summary())","metadata":{"_uuid":"0215812fb65979237ade681faa50af16ed1f0ac3","execution":{"iopub.status.busy":"2023-01-04T10:17:08.292522Z","iopub.execute_input":"2023-01-04T10:17:08.292863Z","iopub.status.idle":"2023-01-04T10:17:08.300266Z","shell.execute_reply.started":"2023-01-04T10:17:08.292821Z","shell.execute_reply":"2023-01-04T10:17:08.299027Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# getting the embeddings\nembeddings_pred = embed_model.predict(pad_docs) \nembeddings_pred","metadata":{"_uuid":"59db72f4b3c25b426087731f16317e24bf219e76","execution":{"iopub.status.busy":"2023-01-04T10:17:15.836142Z","iopub.execute_input":"2023-01-04T10:17:15.836543Z","iopub.status.idle":"2023-01-04T10:17:16.006959Z","shell.execute_reply.started":"2023-01-04T10:17:15.836462Z","shell.execute_reply":"2023-01-04T10:17:16.005511Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"print(\"Shape of embeddings : \",embeddings_pred.shape)","metadata":{"_uuid":"c7d5ce3b7afd01b2afc9ba6bd9beb5269cdb5d68","execution":{"iopub.status.busy":"2023-01-04T10:17:29.009641Z","iopub.execute_input":"2023-01-04T10:17:29.010223Z","iopub.status.idle":"2023-01-04T10:17:29.014927Z","shell.execute_reply.started":"2023-01-04T10:17:29.01015Z","shell.execute_reply":"2023-01-04T10:17:29.01421Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"embeddings_reshape = embeddings_pred.reshape(-1, maxlen, 8)\nprint(\"Shape of embeddings : \",embeddings_reshape.shape) ","metadata":{"_uuid":"1ce0944cbfab1c714c74ccc06f8eb1a846411ca8","execution":{"iopub.status.busy":"2023-01-04T10:18:21.257746Z","iopub.execute_input":"2023-01-04T10:18:21.258084Z","iopub.status.idle":"2023-01-04T10:18:21.264594Z","shell.execute_reply.started":"2023-01-04T10:18:21.258017Z","shell.execute_reply":"2023-01-04T10:18:21.26351Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"The resulting shape is (3,10,8).\n\n**3---> no of documents**\n\n**10---> each document is made of 10 words which was our maximum length of any document.**\n\n**8---> each word is 8 dimensional.**\n","metadata":{}},{"cell_type":"code","source":"embed_weights = embed_model.get_layer(\"embedding_4\").get_weights()[0]\nprint(embed_weights.shape) # same size as vocab size and embedding_dim (each word is a embedding_dim size vector)","metadata":{"_uuid":"7ebe56daafe993cd6b6845231928ec237831707c","execution":{"iopub.status.busy":"2023-01-04T10:18:44.466169Z","iopub.execute_input":"2023-01-04T10:18:44.466566Z","iopub.status.idle":"2023-01-04T10:18:44.479993Z","shell.execute_reply.started":"2023-01-04T10:18:44.466501Z","shell.execute_reply":"2023-01-04T10:18:44.478956Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"\n ","metadata":{"_uuid":"d7cd46a4aaa6d7d1f43a81202add33c5b7f3b528"}},{"cell_type":"markdown","source":"#### GETTING ENCODING FOR A PARTICULAR WORD IN A SPECIFIC DOCUMENT","metadata":{"_uuid":"d8862c2ce0926f3fc06b813faa35d06ce72e87b6"}},{"cell_type":"code","source":"for i,doc in enumerate(embeddings_pred):\n    for j,word in enumerate(doc):\n        print(f\"The encoding for {j+1}th word in {i+1}th document is :\",word)\n        if j == 1 :\n            break\nprint(\"....\")            ","metadata":{"_uuid":"6ac216640a7db94d9794a88256851d4e1e0c8858","execution":{"iopub.status.busy":"2023-01-04T10:45:30.351024Z","iopub.execute_input":"2023-01-04T10:45:30.35173Z","iopub.status.idle":"2023-01-04T10:45:30.359801Z","shell.execute_reply.started":"2023-01-04T10:45:30.351676Z","shell.execute_reply":"2023-01-04T10:45:30.358542Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"","metadata":{},"execution_count":null,"outputs":[]}]}