{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"name":"2022-01-05-yoochoose-session-graph.ipynb","provenance":[{"file_id":"https://github.com/recohut/nbs/blob/main/raw/A930378%20%7C%20Conversion%20of%20Yoochoose%20Sessions%20into%20Graphs.ipynb","timestamp":1644439179454}],"collapsed_sections":[],"authorship_tag":"ABX9TyMiQ0xJ9omZXY3hi47qL+YE"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"markdown","metadata":{"id":"yG-gp8EAaB85"},"source":["# Conversion of Yoochoose Sessions into Graphs"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"1jsUW40FeO6X","executionInfo":{"status":"ok","timestamp":1637816560387,"user_tz":-330,"elapsed":3491,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"3337a8a1-76ab-44af-f098-48b4958af43d"},"source":["!wget -q --show-progress https://github.com/sparsh-ai/stanza/raw/S969796/datasets/yoochoose1_64/raw/train.txt\n","!wget -q --show-progress https://github.com/sparsh-ai/stanza/raw/S969796/datasets/yoochoose1_64/raw/test.txt"],"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["train.txt           100%[===================>]   8.24M  --.-KB/s    in 0.08s   \n","test.txt            100%[===================>]   1.25M  --.-KB/s    in 0.03s   \n"]}]},{"cell_type":"code","metadata":{"id":"S1payE7KeXH1"},"source":["import pickle\n","\n","train_data = pickle.load(open('train.txt', 'rb'))"],"execution_count":null,"outputs":[]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"cyVzkq0leZ1P","executionInfo":{"status":"ok","timestamp":1637816634911,"user_tz":-330,"elapsed":504,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"1d112100-3eef-47a9-d208-676a28e56206"},"source":["type(train_data)"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["tuple"]},"metadata":{},"execution_count":4}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"xIWwTak6hX-D","executionInfo":{"status":"ok","timestamp":1637817377156,"user_tz":-330,"elapsed":509,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"99a1d563-360d-4dd9-b376-7aefced62d13"},"source":["train_data[0][:10]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[[19],\n"," [12],\n"," [12, 14],\n"," [3447],\n"," [3447, 2400],\n"," [3447, 2400, 3529],\n"," [5],\n"," [452],\n"," [413],\n"," [38]]"]},"metadata":{},"execution_count":18}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"BrX8iHs0hlN4","executionInfo":{"status":"ok","timestamp":1637817411947,"user_tz":-330,"elapsed":698,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"3fe16ab9-ea83-48fc-c47f-6172afae60d1"},"source":["train_data[1][:10]"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[19, 14, 5, 2400, 3529, 2400, 12, 362, 349, 22]"]},"metadata":{},"execution_count":19}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"8fXhhodkfFKb","executionInfo":{"status":"ok","timestamp":1637817497288,"user_tz":-330,"elapsed":13,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"a3260f4d-7277-4d01-c796-7a3485fda4ee"},"source":["len(train_data[0])"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["375043"]},"metadata":{},"execution_count":25}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":34},"id":"jmYxWhz5jAFm","executionInfo":{"status":"ok","timestamp":1637817826792,"user_tz":-330,"elapsed":526,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"af93427f-4609-4e4f-c1b4-8eb32925a584"},"source":["us_lens = [len(upois) for upois in train_data[0]] # user-session lengths\n","us_lens[:10]"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/html":["\n","  <style>\n","    pre {\n","        white-space: pre-wrap;\n","    }\n","  </style>\n","  "],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{}},{"output_type":"execute_result","data":{"text/plain":["[1, 1, 2, 1, 2, 3, 1, 1, 1, 1]"]},"metadata":{},"execution_count":32}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":34},"id":"QsZGf0gAiAKi","executionInfo":{"status":"ok","timestamp":1637817968162,"user_tz":-330,"elapsed":461,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"df89e1c1-9a96-4407-9d8a-3317824cdfad"},"source":["len_max = max(us_lens) # maximum session length\n","len_max"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/html":["\n","  <style>\n","    pre {\n","        white-space: pre-wrap;\n","    }\n","  </style>\n","  "],"text/plain":["<IPython.core.display.HTML 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len_max\n","targets = np.asarray(train_data[1])\n","length = len(inputs)"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/html":["\n","  <style>\n","    pre {\n","        white-space: pre-wrap;\n","    }\n","  </style>\n","  "],"text/plain":["<IPython.core.display.HTML 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)"]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":34},"id":"cTVpjEFeqomj","executionInfo":{"status":"ok","timestamp":1637820454433,"user_tz":-330,"elapsed":478,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"30de193d-f27e-48c5-d46b-24bc826189b7"},"source":["i = 2\n","j = 11\n","\n","_inputs, _mask, _targets = inputs[i:j], mask[i:j], targets[i:j]\n","\n","items, n_node, A, alias_inputs = [], [], [], []\n","\n","for u_input in _inputs:\n","    n_node.append(len(np.unique(u_input)))\n","\n","print(*n_node)"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/html":["\n","  <style>\n","    pre {\n","        white-space: pre-wrap;\n","    }\n","  </style>\n","  "],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{}},{"output_type":"stream","name":"stdout","text":["3 2 3 4 2 2 2 2 2\n"]}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":17},"id":"4dTnV3qNqEWW","executionInfo":{"status":"ok","timestamp":1637820456310,"user_tz":-330,"elapsed":14,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"e5ecdf3c-5776-4035-da54-e4445d3be542"},"source":["max_n_node = np.max(n_node)\n","\n","for u_input in _inputs:\n","    node = np.unique(u_input)\n","    items.append(node.tolist() + (max_n_node - len(node)) * [0])\n","    u_A = np.zeros((max_n_node, max_n_node))\n","    for i in np.arange(len(u_input) - 1):\n","        if u_input[i + 1] == 0:\n","            break\n","        u = np.where(node == u_input[i])[0][0]\n","        v = np.where(node == u_input[i + 1])[0][0]\n","        u_A[u][v] = 1\n","    u_sum_in = np.sum(u_A, 0)\n","    u_sum_in[np.where(u_sum_in == 0)] = 1\n","    u_A_in = np.divide(u_A, u_sum_in)\n","    u_sum_out = np.sum(u_A, 1)\n","    u_sum_out[np.where(u_sum_out == 0)] = 1\n","    u_A_out = np.divide(u_A.transpose(), u_sum_out)\n","    u_A = np.concatenate([u_A_in, u_A_out]).transpose()\n","    A.append(u_A)\n","    alias_inputs.append([np.where(node == i)[0][0] for i in u_input])"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/html":["\n","  <style>\n","    pre {\n","        white-space: pre-wrap;\n","    }\n","  </style>\n","  "],"text/plain":["<IPython.core.display.HTML object>"]},"metadata":{}}]},{"cell_type":"code","metadata":{"colab":{"base_uri":"https://localhost:8080/","height":451},"id":"KDnOq7Y4pOA1","executionInfo":{"status":"ok","timestamp":1637820456311,"user_tz":-330,"elapsed":11,"user":{"displayName":"Sparsh Agarwal","photoUrl":"https://lh3.googleusercontent.com/a/default-user=s64","userId":"13037694610922482904"}},"outputId":"513acf4f-01e4-4ecb-9689-5dbe8b178ea4"},"source":["print(*alias_inputs)"],"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/html":["\n","  <style>\n","    pre {\n","        white-space: pre-wrap;\n","    }\n","  </style>\n","  "],"text/plain":["<IPython.core.display.HTML 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