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@@ -22,7 +22,7 @@ most popular characters. In total about 6k lines of dialogs were collected. For
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  First part of training based in this notebook [HW1_NLP_GEN_TFIDF_W2V_BERT_StarodubovKG.ipynb](https://huggingface.co/spaces/StKirill/chatbot/blob/main/HW1_NLP_GEN_TFIDF_W2V_BERT_StarodubovKG.ipynb)
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  TF-IDF, W2V, BERT algorithms are considered inside. For cleaning and preparing data for first two algorithms nltk library is used. From the data punctuation and stopwords are removed, also lemmatization is used to short form.
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  Chart below shows that length of sentences in data not exceeds 60 words.
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- !["Length of sentences in data"](!["Training Bi Encoder"](data:image/png;base64,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))
26
  Chatbot with TF-IDF convert "question" to vector, find equivalent or most relevant vector in database and for this vector extract answer which sends to user.
27
  Experiments shows that TF-IDF gives good results from the boxChatBot with TF-IDF. It works perfect if we have all possible questions and answers.
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22
  First part of training based in this notebook [HW1_NLP_GEN_TFIDF_W2V_BERT_StarodubovKG.ipynb](https://huggingface.co/spaces/StKirill/chatbot/blob/main/HW1_NLP_GEN_TFIDF_W2V_BERT_StarodubovKG.ipynb)
23
  TF-IDF, W2V, BERT algorithms are considered inside. For cleaning and preparing data for first two algorithms nltk library is used. From the data punctuation and stopwords are removed, also lemmatization is used to short form.
24
  Chart below shows that length of sentences in data not exceeds 60 words.
25
+ !["Length of sentences in 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)
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  Chatbot with TF-IDF convert "question" to vector, find equivalent or most relevant vector in database and for this vector extract answer which sends to user.
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  Experiments shows that TF-IDF gives good results from the boxChatBot with TF-IDF. It works perfect if we have all possible questions and answers.
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