Phase3_Drug_Drug_Similarity.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "Phase3-Drug-Drug-Similarity.ipynb",
      "provenance": [],
      "collapsed_sections": [],
      "machine_shape": "hm"
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "D90bsqXJf0OG"
      },
      "source": [
        "# Drug-Drug Similiarity System\n",
        "\n",
        "Based on the best model among the 6 graph embedding algorithms, we are going to use the embeddings, link predictions and the drug clustering to create a combined system to find the similiarities among the drug. This system will also help us find a similiar drug for any given input drug. "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "92ob49JZh4Q-"
      },
      "source": [
        "# Setup Notebook and GPU"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "t3P-_gP8h6fu",
        "outputId": "7cf88e1c-53b8-405f-b72a-84af90685f0d"
      },
      "source": [
        "# Monunt google drive to import KEGG dataset\n",
        "from google.colab import drive\n",
        "drive.mount('/content/drive')"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Drive already mounted at /content/drive; to attempt to forcibly remount, call drive.mount(\"/content/drive\", force_remount=True).\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "dGWIwOSMiHGG",
        "outputId": "9f3ca7e2-8a54-409e-f515-ce6bd4aa9f87"
      },
      "source": [
        "# Setting Colab's GPU\n",
        "# Edit > Notebook Settings > GPU \n",
        "!nvidia-smi -L\n",
        "# Detailed GPU Information Reference: https://medium.com/analytics-vidhya/the-google-colab-system-specification-check-69d159597417\n",
        "# !nvidia-smi -q"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "GPU 0: Tesla P100-PCIE-16GB (UUID: GPU-36e2419d-af0f-5332-69ec-7b00ed649a23)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "3W0N8GoUiNRt",
        "outputId": "bc25abe4-61a4-4608-955d-4da06560b10f"
      },
      "source": [
        "!lscpu |grep 'Model name'"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Model name:          Intel(R) Xeon(R) CPU @ 2.30GHz\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ATideR3-iXXF"
      },
      "source": [
        "# Import libraries"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "gIExuaxCiXHe"
      },
      "source": [
        "%%capture \n",
        "!pip install ampligraph;\n",
        "%tensorflow_version 1.x \n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import ampligraph\n",
        "from ampligraph.datasets import load_from_csv\n",
        "from tabulate import tabulate\n",
        "ampligraph.__version__"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "FmQxA2nBicQl"
      },
      "source": [
        "# Import Dataset"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "MokucfhfignW",
        "outputId": "3dfcc295-5b6c-4bfa-9e01-1f9108b4b647"
      },
      "source": [
        "# Load the KEGG dataset\n",
        "df = load_from_csv('.','drive/My Drive/datasets/KEGG/KEGG50K.txt',sep='\\t')\n",
        "headers = [\"Head\", \"Relationship\", \"Tail\"]\n",
        "table = tabulate(df[:5], headers, tablefmt=\"fancy_grid\") # tabulate data Reference: https://stackoverflow.com/questions/9712085/numpy-pretty-print-tabular-data\n",
        "print(table) # output"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "╒══════════╤══════════════════╤═══════════╕\n",
            "│ Head     │ Relationship     │ Tail      │\n",
            "╞══════════╪══════════════════╪═══════════╡\n",
            "│ hsa04024 │ PATHWAY_GENE     │ HSA:51196 │\n",
            "├──────────┼──────────────────┼───────────┤\n",
            "│ D02042   │ DRUG_TARGET_GENE │ HSA:5139  │\n",
            "├──────────┼──────────────────┼───────────┤\n",
            "│ N00399   │ NETWORK_GENE     │ HSA:2790  │\n",
            "├──────────┼──────────────────┼───────────┤\n",
            "│ hsa04912 │ PATHWAY_GENE     │ HSA:6654  │\n",
            "├──────────┼──────────────────┼───────────┤\n",
            "│ H00342   │ DISEASE_GENE     │ HSA:6556  │\n",
            "╘══════════╧══════════════════╧═══════════╛\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LYHx98SEi6fH",
        "outputId": "7b667c43-f7c7-4f01-ff39-9ec85823b68b"
      },
      "source": [
        "print('Full set size: ', df.shape)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Full set size:  (63080, 3)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "EP8fSY9SXBG7"
      },
      "source": [
        "positives_filter = df"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "oKzL5Y5uiPjf"
      },
      "source": [
        "# Graph Embedding Algorithm"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6jZnfyVZgv8G"
      },
      "source": [
        "The best performance was given by the ComplEx algorithms providing the best scores on link prediction tasks. The configurations are as follows:\n",
        "\n",
        "* **Embedding size**: 300\n",
        "* **Optimizer**: adam\n",
        "* **Learning rate**: 0.001\n",
        "* **Loss**: Multiclass NLL Loss\n",
        "* **Regularization type**: 3\n",
        "* **Regularization constant**: 0.01"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5hOsl01phw8H"
      },
      "source": [
        "\"\"\"\n",
        "Model configs ( Embedding size :  300 , Optimizer :  adam , with learning rate :  0.001 , Loss :  multiclass_nll ,regularization type:  3  regularization constant lambda:  0.01  )\n",
        "Execution time: 136.5050220489502 seconds.\n",
        "Number :  31\n",
        "MRR: 0.46\n",
        "Hits@10: 0.64\n",
        "Hits@3: 0.49\n",
        "Hits@1: 0.37\n",
        "\"\"\"\n",
        "from ampligraph.latent_features import ComplEx\n",
        "\n",
        "model = ComplEx(batches_count=100, \n",
        "                seed=0, \n",
        "                epochs=200, \n",
        "                k=300, \n",
        "                eta=5,\n",
        "                optimizer='adam', \n",
        "                optimizer_params={'lr':1e-3},\n",
        "                loss='multiclass_nll',                     # Multiclass NLL Loss Reference: https://docs.ampligraph.org/en/latest/generated/ampligraph.latent_features.NLLMulticlass.html#ampligraph.latent_features.NLLMulticlass\n",
        "                regularizer='LP', \n",
        "                regularizer_params={'p':3,'lambda':1e-2},  # The nuclear 3-norm proposed in the ComplEx-N3 from paper LUO18, proves to be effective for DistMult and ComplEx Reference: https://github.com/DeepGraphLearning/KnowledgeGraphEmbedding/issues/6 \n",
        "                verbose=True)\n"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qC1DgsSKnqes"
      },
      "source": [
        "#### Fitting model"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "haj6ZgO3np_0",
        "outputId": "0ca5166b-953b-45e9-ca74-9b57b9fc1f81"
      },
      "source": [
        "import tensorflow as tf\n",
        "import time\n",
        "tf.logging.set_verbosity(tf.logging.ERROR)\n",
        "start_time = time.time()\n",
        "model.fit(df, early_stopping = False)\n",
        "print(\"Execution time: %s seconds.\" % (time.time() - start_time))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Average ComplEx Loss:   0.166244: 100%|██████████| 200/200 [02:25<00:00,  1.37epoch/s]"
          ],
          "name": "stderr"
        },
        {
          "output_type": "stream",
          "text": [
            "Execution time: 146.9967978000641 seconds.\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jes13MMLnx7c"
      },
      "source": [
        "#### Saving model\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "uxv4My-kn1Ac"
      },
      "source": [
        "from ampligraph.latent_features import save_model, restore_model\n",
        "save_model(model, './ComplEx_Model.pkl')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "U9zgnAnOoAsz"
      },
      "source": [
        "#### Generating Embeddings for Entities"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "KNAJcjIyoGnr"
      },
      "source": [
        "entities = np.unique(np.concatenate([df[:, 0], df[:, 2]]))\n",
        "relations = np.unique(df[:, 1])"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ULjfKsNxoJBD"
      },
      "source": [
        "entity_embeddings = dict(zip(entities, model.get_embeddings(entities)))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "Z9ctC7pUoK6L",
        "outputId": "90e07bb2-54cb-4c9d-8f95-75de7db11d71"
      },
      "source": [
        "len(entity_embeddings['D00043'])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "600"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 148
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "QyEumgFJglBe"
      },
      "source": [
        "# Cosine Similarity among Graphical Embeddings"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "imh6LHJgoaR0"
      },
      "source": [
        "We will first find the the top k similiar drugs based on cosine similiarities wrt other drugs."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "LZwxIRQWfq3V"
      },
      "source": [
        "def entityType(n):         # Utility functon to return entity type\n",
        "  if n.startswith(\"h\"):\n",
        "    return \"PATHWAY\"\n",
        "  elif n.startswith(\"D\"):\n",
        "    return \"DRUG\"\n",
        "  elif n.startswith(\"N\"):\n",
        "    return \"NETWORK\"\n",
        "  elif n.startswith(\"HS\"):\n",
        "    return \"GENE\"\n",
        "  else:\n",
        "    return \"DISEASE\""
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QgNAvZBaovGG",
        "outputId": "65d7d377-0791-4284-cdac-3eed356f191d"
      },
      "source": [
        "entityTypeList = list(map(entityType,entities))\n",
        "print(pd.DataFrame({\"Entity\": entities[:6000],\"Type\":entityTypeList[:6000]}))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "      Entity     Type\n",
            "0     D00043     DRUG\n",
            "1     D00045     DRUG\n",
            "2     D00049     DRUG\n",
            "3     D00058     DRUG\n",
            "4     D00059     DRUG\n",
            "...      ...      ...\n",
            "5995  H01519  DISEASE\n",
            "5996  H01521  DISEASE\n",
            "5997  H01522  DISEASE\n",
            "5998  H01523  DISEASE\n",
            "5999  H01524  DISEASE\n",
            "\n",
            "[6000 rows x 2 columns]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nqOWYl23o5UU"
      },
      "source": [
        "drugList = []\n",
        "geneList,diseaseList,pathwayList=[],[],[]\n",
        "for i,entity in enumerate(entityTypeList):\n",
        "  if entityTypeList[i]=='DRUG':\n",
        "    drugList.append(entities[i])\n",
        "  elif entityTypeList[i]=='GENE':\n",
        "    geneList.append(entities[i])\n",
        "  elif entityTypeList[i]=='DISEASE':\n",
        "    diseaseList.append(entities[i])\n",
        "  elif entityTypeList[i]=='PATHWAY':\n",
        "    pathwayList.append(entities[i])"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "yzq1HccYpE00",
        "outputId": "a863a1e7-7531-4636-daa1-9d5e9448d004"
      },
      "source": [
        "print(\"Total number of unique drugs : \",len(drugList))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Total number of unique drugs :  4670\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Eq3aH2IbrWlC"
      },
      "source": [
        "#print(\"Name of Drug :\",drugList[0],\" Embedding :\",entity_embeddings[drugList[0]])"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "BWp3bRbDvXxC"
      },
      "source": [
        "from scipy import spatial\n",
        "def cosineSimilarity(emd1,emd2):\n",
        "  return 1 - spatial.distance.cosine(emd1,emd2)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QtvE-gkTvjDJ",
        "outputId": "71487c22-9e2c-49bf-ccf5-0321d87a14a0"
      },
      "source": [
        "cosineSimilarity(entity_embeddings[drugList[0]],entity_embeddings[drugList[0]])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "1.0"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 123
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "zySCXF6gu15D"
      },
      "source": [
        "def findSimiliarDrugs(drug,drugList,k):     # Utility function to find top k similiar drugs wrt the input drug\n",
        "  similarityMap = dict()\n",
        "  drugEmbedding = entity_embeddings[drug]\n",
        "  for ent in drugList:\n",
        "    if ent != drug:\n",
        "      similarityMap[ent] = cosineSimilarity(drugEmbedding,entity_embeddings[ent])\n",
        "  return sorted(similarityMap.items(), key=lambda kv: -kv[1])[:k] # return a sorted dictionary "
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "2BHxupd5wbvg"
      },
      "source": [
        "k = findSimiliarDrugs('D00043',drugList,10)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 357
        },
        "id": "sw_Qch1jyIdY",
        "outputId": "157fa11d-47f6-495b-a4fb-f99ed075267c"
      },
      "source": [
        "drugs,cosines=[],[]\n",
        "for u,v in k:\n",
        "  drugs.append(u)\n",
        "  cosines.append(v)\n",
        "# Top 10 drugs similiar based on cosine similairity between graph embeddings\n",
        "pd.DataFrame({'drug':drugs,'cosine':cosines})"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>drug</th>\n",
              "      <th>cosine</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>D02558</td>\n",
              "      <td>0.957066</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>D04435</td>\n",
              "      <td>0.952487</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>D02418</td>\n",
              "      <td>0.944881</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>D03751</td>\n",
              "      <td>0.943170</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>D00196</td>\n",
              "      <td>0.939603</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>D05215</td>\n",
              "      <td>0.937451</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>D09835</td>\n",
              "      <td>0.937329</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>D08838</td>\n",
              "      <td>0.934938</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>D03826</td>\n",
              "      <td>0.934139</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>D05981</td>\n",
              "      <td>0.934112</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "     drug    cosine\n",
              "0  D02558  0.957066\n",
              "1  D04435  0.952487\n",
              "2  D02418  0.944881\n",
              "3  D03751  0.943170\n",
              "4  D00196  0.939603\n",
              "5  D05215  0.937451\n",
              "6  D09835  0.937329\n",
              "7  D08838  0.934938\n",
              "8  D03826  0.934139\n",
              "9  D05981  0.934112"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 126
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "83R-5gC20txf"
      },
      "source": [
        "* **D00043**: Name is Isoflurophate\n",
        "Fluostigmine, name(TN) is Floropryl (TN). Also is part of two drug groups as per KEGG database DG01593 (Acetylcholinesterase inhibitor) Class: Neuropsychiatric agent and DG01594 (Butyrylcholinesterase inhibitor)\tClass: Neuropsychiatric agent.\n",
        "* **D02558**: Name is Rivastigmine tartrate\n",
        "Rivastigmine hydrogen tartrate used for Alzheimer's disease (DS:H00056). Also is a part of drug group DG00984 (Rivastigmine).\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "3Y_ECvpikg6K"
      },
      "source": [
        "# Clustering on Graphical Embeddings of Drugs"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5tbc2Mi5kmTk"
      },
      "source": [
        "%%capture\n",
        "!pip install seaborn adjustText\n",
        "from sklearn.decomposition import PCA\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "from adjustText import adjust_text\n",
        "%matplotlib inline"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "zyxTZ6J5lAma"
      },
      "source": [
        "drug_embeddings = dict(zip(drugList, model.get_embeddings(drugList)))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_c1nCCLMlHxp",
        "outputId": "94c95765-a9b2-452b-f4d8-d4f02d8aab33"
      },
      "source": [
        "embeddings_2d = PCA(n_components=2).fit_transform(np.array([i for i in drug_embeddings.values()]))\n",
        "embeddings_2d[:2]"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "array([[ 0.12228587, -0.055627  ],\n",
              "       [-0.9344892 ,  0.5016429 ]], dtype=float32)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 129
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "N-2yZKDvla9a"
      },
      "source": [
        "def plot_clusters(hue,df,saved=False,figname='default.png'):\n",
        "  np.random.seed(0)\n",
        "  plt.figure(figsize=(12, 12))\n",
        "  plt.title(\"{} embeddings\".format(hue).capitalize())\n",
        "  ax = sns.scatterplot(data=df, x=\"embedding1\", y=\"embedding2\", hue=hue)\n",
        "  if saved==True:\n",
        "    plt.savefig(figname,bbox_inches = 'tight')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "wWLqr_dRldfa"
      },
      "source": [
        "from ampligraph.discovery import find_clusters\n",
        "from sklearn.cluster import KMeans"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 279
        },
        "id": "-A_pEfVqlf_C",
        "outputId": "5fae6828-ca89-4cda-f8ee-a4368944a504"
      },
      "source": [
        "# https://github.com/prakhargurawa/Machine-Learning-A-Z/blob/main/4_Clustering/k_means_clustering.py\n",
        "# https://scikit-learn.org/stable/modules/generated/sklearn.cluster.KMeans.html\n",
        "WCSS = []\n",
        "for i in range(1, 11):\n",
        "    km = KMeans(n_clusters=i, n_init=50, max_iter=500, random_state=0,init = 'k-means++')\n",
        "    km.fit(embeddings_2d )\n",
        "    WCSS.append(km.inertia_)\n",
        "\n",
        "# plot\n",
        "plt.plot(range(1, 11), WCSS, marker='o')\n",
        "plt.xlabel('Number of clusters')\n",
        "plt.ylabel('Distortion')\n",
        "plt.show()\n",
        "# 3 is perfect for now"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "4eR6g1HWllz6"
      },
      "source": [
        "clustering_algorithm = KMeans(n_clusters=3, n_init=50, max_iter=500, random_state=0,init = 'k-means++')\n",
        "clusters = find_clusters(np.array(drugList), model, clustering_algorithm, mode='entity')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 417
        },
        "id": "YyvLMjMAlqbg",
        "outputId": "1a6beba6-26c9-41ba-9690-d860770a2400"
      },
      "source": [
        "plot_df = pd.DataFrame({\"Drug\": drugList, \n",
        "                        \"embedding1\": embeddings_2d[:, 0], \n",
        "                        \"embedding2\": embeddings_2d[:, 1],\n",
        "                        \"cluster\": \"cluster\" + pd.Series(clusters).astype(str)})\n",
        "plot_df"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>embedding1</th>\n",
              "      <th>embedding2</th>\n",
              "      <th>cluster</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>D00043</td>\n",
              "      <td>0.122284</td>\n",
              "      <td>-0.055524</td>\n",
              "      <td>cluster2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>D00045</td>\n",
              "      <td>-0.934490</td>\n",
              "      <td>0.501689</td>\n",
              "      <td>cluster1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>D00049</td>\n",
              "      <td>0.308602</td>\n",
              "      <td>0.239287</td>\n",
              "      <td>cluster2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>D00058</td>\n",
              "      <td>-0.336851</td>\n",
              "      <td>-0.337598</td>\n",
              "      <td>cluster1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>D00059</td>\n",
              "      <td>-0.536265</td>\n",
              "      <td>0.042374</td>\n",
              "      <td>cluster1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4665</th>\n",
              "      <td>D11090</td>\n",
              "      <td>0.431909</td>\n",
              "      <td>-0.096071</td>\n",
              "      <td>cluster2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4666</th>\n",
              "      <td>D11092</td>\n",
              "      <td>0.324720</td>\n",
              "      <td>-0.141852</td>\n",
              "      <td>cluster2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4667</th>\n",
              "      <td>D11093</td>\n",
              "      <td>-0.229949</td>\n",
              "      <td>-0.255080</td>\n",
              "      <td>cluster1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4668</th>\n",
              "      <td>D11094</td>\n",
              "      <td>0.332193</td>\n",
              "      <td>-0.084985</td>\n",
              "      <td>cluster2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4669</th>\n",
              "      <td>D11095</td>\n",
              "      <td>0.308980</td>\n",
              "      <td>-0.157131</td>\n",
              "      <td>cluster2</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>4670 rows × 4 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "        Drug  embedding1  embedding2   cluster\n",
              "0     D00043    0.122284   -0.055524  cluster2\n",
              "1     D00045   -0.934490    0.501689  cluster1\n",
              "2     D00049    0.308602    0.239287  cluster2\n",
              "3     D00058   -0.336851   -0.337598  cluster1\n",
              "4     D00059   -0.536265    0.042374  cluster1\n",
              "...      ...         ...         ...       ...\n",
              "4665  D11090    0.431909   -0.096071  cluster2\n",
              "4666  D11092    0.324720   -0.141852  cluster2\n",
              "4667  D11093   -0.229949   -0.255080  cluster1\n",
              "4668  D11094    0.332193   -0.084985  cluster2\n",
              "4669  D11095    0.308980   -0.157131  cluster2\n",
              "\n",
              "[4670 rows x 4 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 32
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 730
        },
        "id": "LrIOrLhAl4sK",
        "outputId": "10939047-ce3a-4906-c12f-56ae149b4d92"
      },
      "source": [
        "plot_clusters(\"cluster\",plot_df,saved=True,figname=\"drug-cluster.png\")"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x864 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ogT86MjLpRTL"
      },
      "source": [
        "def entityType(n):         # Utility functon to return entity type\n",
        "  if n.startswith(\"h\"):\n",
        "    return \"PATHWAY\"\n",
        "  elif n.startswith(\"D\"):\n",
        "    return \"DRUG\"\n",
        "  elif n.startswith(\"N\"):\n",
        "    return \"NETWORK\"\n",
        "  elif n.startswith(\"HS\"):\n",
        "    return \"GENE\"\n",
        "  else:\n",
        "    return \"DISEASE\"\n",
        "entityTypeList = list(map(entityType,drugList))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 417
        },
        "id": "Sq2GiEkGpDMs",
        "outputId": "ab2f52fe-092e-4588-ea8f-10ec271c0c3c"
      },
      "source": [
        "entity_df = pd.DataFrame({\"Drug\": drugList, \n",
        "                        \"embedding1\": embeddings_2d[:, 0], \n",
        "                        \"embedding2\": embeddings_2d[:, 1],\n",
        "                        \"type\":entityTypeList})\n",
        "entity_df"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>embedding1</th>\n",
              "      <th>embedding2</th>\n",
              "      <th>type</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>D00043</td>\n",
              "      <td>0.122286</td>\n",
              "      <td>-0.055627</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>D00045</td>\n",
              "      <td>-0.934489</td>\n",
              "      <td>0.501643</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>D00049</td>\n",
              "      <td>0.308602</td>\n",
              "      <td>0.239375</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>D00058</td>\n",
              "      <td>-0.336850</td>\n",
              "      <td>-0.337673</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>D00059</td>\n",
              "      <td>-0.536266</td>\n",
              "      <td>0.042381</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4665</th>\n",
              "      <td>D11090</td>\n",
              "      <td>0.431909</td>\n",
              "      <td>-0.096091</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4666</th>\n",
              "      <td>D11092</td>\n",
              "      <td>0.324720</td>\n",
              "      <td>-0.141777</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4667</th>\n",
              "      <td>D11093</td>\n",
              "      <td>-0.229949</td>\n",
              "      <td>-0.255154</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4668</th>\n",
              "      <td>D11094</td>\n",
              "      <td>0.332193</td>\n",
              "      <td>-0.084991</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4669</th>\n",
              "      <td>D11095</td>\n",
              "      <td>0.308980</td>\n",
              "      <td>-0.157059</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>4670 rows × 4 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "        Drug  embedding1  embedding2  type\n",
              "0     D00043    0.122286   -0.055627  DRUG\n",
              "1     D00045   -0.934489    0.501643  DRUG\n",
              "2     D00049    0.308602    0.239375  DRUG\n",
              "3     D00058   -0.336850   -0.337673  DRUG\n",
              "4     D00059   -0.536266    0.042381  DRUG\n",
              "...      ...         ...         ...   ...\n",
              "4665  D11090    0.431909   -0.096091  DRUG\n",
              "4666  D11092    0.324720   -0.141777  DRUG\n",
              "4667  D11093   -0.229949   -0.255154  DRUG\n",
              "4668  D11094    0.332193   -0.084991  DRUG\n",
              "4669  D11095    0.308980   -0.157059  DRUG\n",
              "\n",
              "[4670 rows x 4 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 132
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 417
        },
        "id": "R_HEsx-YprSS",
        "outputId": "9f6b4ab7-5ffe-4f09-96a3-91291b8281a2"
      },
      "source": [
        "entity_df['type'] = np.where((entity_df.Drug == 'D00043'),'D00043',entity_df.type)     # Reference : https://kanoki.org/2019/07/17/pandas-how-to-replace-values-based-on-conditions/\n",
        "for drug in drugs:\n",
        "  entity_df['type'] = np.where((entity_df.Drug == drug),'Top similair drugs',entity_df.type)\n",
        "entity_df"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>embedding1</th>\n",
              "      <th>embedding2</th>\n",
              "      <th>type</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>D00043</td>\n",
              "      <td>0.122284</td>\n",
              "      <td>-0.055524</td>\n",
              "      <td>D00043</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>D00045</td>\n",
              "      <td>-0.934490</td>\n",
              "      <td>0.501689</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>D00049</td>\n",
              "      <td>0.308602</td>\n",
              "      <td>0.239287</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>D00058</td>\n",
              "      <td>-0.336851</td>\n",
              "      <td>-0.337598</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>D00059</td>\n",
              "      <td>-0.536265</td>\n",
              "      <td>0.042374</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4665</th>\n",
              "      <td>D11090</td>\n",
              "      <td>0.431909</td>\n",
              "      <td>-0.096071</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4666</th>\n",
              "      <td>D11092</td>\n",
              "      <td>0.324720</td>\n",
              "      <td>-0.141852</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4667</th>\n",
              "      <td>D11093</td>\n",
              "      <td>-0.229949</td>\n",
              "      <td>-0.255080</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4668</th>\n",
              "      <td>D11094</td>\n",
              "      <td>0.332193</td>\n",
              "      <td>-0.084985</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4669</th>\n",
              "      <td>D11095</td>\n",
              "      <td>0.308980</td>\n",
              "      <td>-0.157131</td>\n",
              "      <td>DRUG</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>4670 rows × 4 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "        Drug  embedding1  embedding2    type\n",
              "0     D00043    0.122284   -0.055524  D00043\n",
              "1     D00045   -0.934490    0.501689    DRUG\n",
              "2     D00049    0.308602    0.239287    DRUG\n",
              "3     D00058   -0.336851   -0.337598    DRUG\n",
              "4     D00059   -0.536265    0.042374    DRUG\n",
              "...      ...         ...         ...     ...\n",
              "4665  D11090    0.431909   -0.096071    DRUG\n",
              "4666  D11092    0.324720   -0.141852    DRUG\n",
              "4667  D11093   -0.229949   -0.255080    DRUG\n",
              "4668  D11094    0.332193   -0.084985    DRUG\n",
              "4669  D11095    0.308980   -0.157131    DRUG\n",
              "\n",
              "[4670 rows x 4 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 99
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "YJqABQSUu_45"
      },
      "source": [
        "alphas = []\n",
        "for drug in entity_df['Drug']:\n",
        "  if drug == 'D00043' or drug in drugs:\n",
        "    alphas.append(1.5)\n",
        "  else:\n",
        "    alphas.append(0.01)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 730
        },
        "id": "l0duB2sEpavT",
        "outputId": "1a85c564-767f-48b5-eb91-33e01e3ddf99"
      },
      "source": [
        "def plot_clusters(hue,alpha,df,saved=False,figname='default.png'):\n",
        "  np.random.seed(0)\n",
        "  plt.figure(figsize=(12, 12))\n",
        "  plt.title(\"2D Embeddings\")\n",
        "  ax = sns.scatterplot(data=df, x=\"embedding1\", y=\"embedding2\", hue=hue,size=alpha,legend=False)\n",
        "  if saved==True:\n",
        "    plt.savefig(figname,bbox_inches = 'tight')\n",
        "\n",
        "plot_clusters(\"type\",alphas,entity_df,saved=True,figname=\"drug-plot.png\")"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x864 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7BdrWthqt981"
      },
      "source": [
        "# Link Prediction Errors\n",
        "\n",
        "Drugs only have relationships with Genes, Pathways and Diseases. We will try to predict there links with other possible entities and try to find error between the link prediction between pair of drugs wrt to there scores with other entities. Similair drug should produce nearby link prediction scores wrt to other entities."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "OFeh2UO8uAfP"
      },
      "source": [
        "geneList,diseaseList,pathwayList = [],[],[]\n",
        "for i,entity in enumerate(entityTypeList):\n",
        "  if entityTypeList[i]=='GENE':\n",
        "    geneList.append(entities[i])\n",
        "  elif entityTypeList[i]=='DISEASE':\n",
        "    diseaseList.append(entities[i])\n",
        "  elif entityTypeList[i]=='PATHWAY':\n",
        "    pathwayList.append(entities[i])"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "vvWasRvgv7LX"
      },
      "source": [
        "def generateData(drug,geneList,diseaseList,pathwayList):\n",
        "  x = [[drug,'DRUG_TARGET_GENE',gene] for gene in geneList] + [[drug,'DRUG_EFFICACY_DISEASE',disease] for disease in diseaseList] + [[drug,'DRUG_TARGET_PATHWAY',pathway] for pathway in pathwayList] \n",
        "  return np.array(x)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "yoT0nRJpYv_a"
      },
      "source": [
        "from ampligraph.evaluation import evaluate_performance\n",
        "from scipy.special import expit\n",
        "\n",
        "def findLinkPredictionDifference(drug1,drug2,geneList,diseaseList,pathwayList,positives_filter,model):\n",
        "  X_unseen_drug1 = generateData(drug1,geneList,diseaseList,pathwayList)\n",
        "  X_unseen_drug2 = generateData(drug2,geneList,diseaseList,pathwayList)\n",
        "\n",
        "  # calculate scores\n",
        "  scores_drug1 = model.predict(X_unseen_drug1)\n",
        "  scores_drug2 = model.predict(X_unseen_drug2)\n",
        "  # calculate probablities\n",
        "  probs_drug1 = expit(scores_drug1)\n",
        "  probs_drug2 = expit(scores_drug2)\n",
        "  # calculate errors\n",
        "  mses = ((np.array(probs_drug1)-np.array(probs_drug2))**2).mean()\n",
        "  return mses\n"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "N4YqOrqBgfR4",
        "outputId": "59efe07f-c508-4789-ed40-68de71799f87"
      },
      "source": [
        "error = findLinkPredictionDifference('D00043','D02558',geneList,diseaseList,pathwayList,positives_filter,model)\n",
        "error"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "0.0003859504"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 163
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "3aKP_lAak0uA"
      },
      "source": [
        "drugs,cosines,errors,ratio=[],[],[],[]\n",
        "for u,v in k:\n",
        "  drugs.append(u)\n",
        "  cosines.append(v)\n",
        "  error = findLinkPredictionDifference('D00043',u,geneList,diseaseList,pathwayList,positives_filter,model)\n",
        "  errors.append(error)\n",
        "  ratio.append(float(v/error))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 357
        },
        "id": "Wjj5IXaily3o",
        "outputId": "f057785f-a852-4614-e30b-1394c01f5d75"
      },
      "source": [
        "pd.DataFrame({'Drug':drugs,'Cosine':cosines,'Error':errors,'Ratio':ratio})"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>Cosine</th>\n",
              "      <th>Error</th>\n",
              "      <th>Ratio</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>D02558</td>\n",
              "      <td>0.957066</td>\n",
              "      <td>0.000386</td>\n",
              "      <td>2479.764194</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>D04435</td>\n",
              "      <td>0.952487</td>\n",
              "      <td>0.000425</td>\n",
              "      <td>2239.125959</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>D02418</td>\n",
              "      <td>0.944881</td>\n",
              "      <td>0.000328</td>\n",
              "      <td>2884.443301</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>D03751</td>\n",
              "      <td>0.943170</td>\n",
              "      <td>0.000324</td>\n",
              "      <td>2915.059617</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>D00196</td>\n",
              "      <td>0.939603</td>\n",
              "      <td>0.000306</td>\n",
              "      <td>3075.463914</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>D05215</td>\n",
              "      <td>0.937451</td>\n",
              "      <td>0.000586</td>\n",
              "      <td>1599.055944</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>D09835</td>\n",
              "      <td>0.937329</td>\n",
              "      <td>0.000634</td>\n",
              "      <td>1479.373565</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>D08838</td>\n",
              "      <td>0.934938</td>\n",
              "      <td>0.000478</td>\n",
              "      <td>1956.548108</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>D03826</td>\n",
              "      <td>0.934139</td>\n",
              "      <td>0.000388</td>\n",
              "      <td>2404.652320</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>9</th>\n",
              "      <td>D05981</td>\n",
              "      <td>0.934112</td>\n",
              "      <td>0.000366</td>\n",
              "      <td>2555.506934</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "     Drug    Cosine     Error        Ratio\n",
              "0  D02558  0.957066  0.000386  2479.764194\n",
              "1  D04435  0.952487  0.000425  2239.125959\n",
              "2  D02418  0.944881  0.000328  2884.443301\n",
              "3  D03751  0.943170  0.000324  2915.059617\n",
              "4  D00196  0.939603  0.000306  3075.463914\n",
              "5  D05215  0.937451  0.000586  1599.055944\n",
              "6  D09835  0.937329  0.000634  1479.373565\n",
              "7  D08838  0.934938  0.000478  1956.548108\n",
              "8  D03826  0.934139  0.000388  2404.652320\n",
              "9  D05981  0.934112  0.000366  2555.506934"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 165
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "7zeFEbCxfzXv"
      },
      "source": [
        "* **D00196**: Name Physostigmine (USP), part of drug group DG01132,\tPhysostigmine. Formula: C15H21N3O2.\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "-J0XP_S8COhN"
      },
      "source": [
        "#### Calculating top 10 drugs based on link prediction error"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KZvmp6KDCS-s",
        "outputId": "d24f0518-b02b-4f91-b435-8c432cd84686"
      },
      "source": [
        "drugs,cosines,errors,ratio=[],[],[],[]\n",
        "drugEmbedding = entity_embeddings['D00043']\n",
        "i = 0\n",
        "for drug in drugList:\n",
        "  i = i+1\n",
        "  print(i)\n",
        "  drugs.append(drug)\n",
        "  if drug != 'D00043':\n",
        "    v = cosineSimilarity(drugEmbedding,entity_embeddings[drug])\n",
        "    cosines.append(v)\n",
        "    error = findLinkPredictionDifference('D00043',drug,geneList,diseaseList,pathwayList,positives_filter,model)\n",
        "    errors.append(error)\n",
        "    ratio.append(float(v/error))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
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          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5ICUZxfpEEiE"
      },
      "source": [
        "top10linkpredictionscore = pd.DataFrame({'Drug':drugList[1:],'Cosine':cosines,'Error':errors,'Ratio':ratio})"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 417
        },
        "id": "t65bmy1uTAzu",
        "outputId": "dc41235b-bce3-43ec-9bfd-8fa283a2f27f"
      },
      "source": [
        "top10linkpredictionscore"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>Cosine</th>\n",
              "      <th>Error</th>\n",
              "      <th>Ratio</th>\n",
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              "  </thead>\n",
              "  <tbody>\n",
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              "      <th>0</th>\n",
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              "      <td>-0.666735</td>\n",
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              "      <th>...</th>\n",
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              "  </tbody>\n",
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              "<p>4669 rows × 4 columns</p>\n",
              "</div>"
            ],
            "text/plain": [
              "        Drug    Cosine     Error      Ratio\n",
              "0     D00045 -0.006577  0.009865  -0.666735\n",
              "1     D00049  0.096171  0.007508  12.808609\n",
              "2     D00058 -0.047972  0.007153  -6.706309\n",
              "3     D00059  0.187929  0.006389  29.413110\n",
              "4     D00063  0.045981  0.005248   8.760783\n",
              "...      ...       ...       ...        ...\n",
              "4664  D11090  0.023420  0.009862   2.374785\n",
              "4665  D11092 -0.026414  0.006129  -4.309749\n",
              "4666  D11093  0.000141  0.007973   0.017623\n",
              "4667  D11094  0.044530  0.008109   5.491367\n",
              "4668  D11095 -0.017644  0.005786  -3.049339\n",
              "\n",
              "[4669 rows x 4 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 177
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 357
        },
        "id": "p8BDje6cTS7_",
        "outputId": "59c5d1cb-0869-47b0-c091-a9a10839634f"
      },
      "source": [
        "cosine_df = top10linkpredictionscore.sort_values(by=['Cosine'], ascending=False)\n",
        "cosine_df[:10]"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
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              "  <thead>\n",
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              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>Cosine</th>\n",
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              "      <th>Ratio</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
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              "      <th>79</th>\n",
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              "      <td>0.000306</td>\n",
              "      <td>3075.463914</td>\n",
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              "    <tr>\n",
              "      <th>2354</th>\n",
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              "      <td>0.000586</td>\n",
              "      <td>1599.055944</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3903</th>\n",
              "      <td>D09835</td>\n",
              "      <td>0.937329</td>\n",
              "      <td>0.000634</td>\n",
              "      <td>1479.373565</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3571</th>\n",
              "      <td>D08838</td>\n",
              "      <td>0.934938</td>\n",
              "      <td>0.000478</td>\n",
              "      <td>1956.548108</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1935</th>\n",
              "      <td>D03826</td>\n",
              "      <td>0.934139</td>\n",
              "      <td>0.000388</td>\n",
              "      <td>2404.652320</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2568</th>\n",
              "      <td>D05981</td>\n",
              "      <td>0.934112</td>\n",
              "      <td>0.000366</td>\n",
              "      <td>2555.506934</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "        Drug    Cosine     Error        Ratio\n",
              "1412  D02558  0.957066  0.000386  2479.764194\n",
              "2114  D04435  0.952487  0.000425  2239.125959\n",
              "1388  D02418  0.944881  0.000328  2884.443301\n",
              "1888  D03751  0.943170  0.000324  2915.059617\n",
              "79    D00196  0.939603  0.000306  3075.463914\n",
              "2354  D05215  0.937451  0.000586  1599.055944\n",
              "3903  D09835  0.937329  0.000634  1479.373565\n",
              "3571  D08838  0.934938  0.000478  1956.548108\n",
              "1935  D03826  0.934139  0.000388  2404.652320\n",
              "2568  D05981  0.934112  0.000366  2555.506934"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 181
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 357
        },
        "id": "80csSuvDTm5o",
        "outputId": "a6bced2b-9d64-4043-da41-105912e7cfef"
      },
      "source": [
        "error_df = top10linkpredictionscore.sort_values(by=['Error'], ascending=True)\n",
        "error_df[:10]"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
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              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>Cosine</th>\n",
              "      <th>Error</th>\n",
              "      <th>Ratio</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>813</th>\n",
              "      <td>D01228</td>\n",
              "      <td>0.933001</td>\n",
              "      <td>0.000289</td>\n",
              "      <td>3223.509127</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>79</th>\n",
              "      <td>D00196</td>\n",
              "      <td>0.939603</td>\n",
              "      <td>0.000306</td>\n",
              "      <td>3075.463914</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1888</th>\n",
              "      <td>D03751</td>\n",
              "      <td>0.943170</td>\n",
              "      <td>0.000324</td>\n",
              "      <td>2915.059617</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1388</th>\n",
              "      <td>D02418</td>\n",
              "      <td>0.944881</td>\n",
              "      <td>0.000328</td>\n",
              "      <td>2884.443301</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2673</th>\n",
              "      <td>D06288</td>\n",
              "      <td>0.918739</td>\n",
              "      <td>0.000339</td>\n",
              "      <td>2706.522993</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>284</th>\n",
              "      <td>D00469</td>\n",
              "      <td>0.928133</td>\n",
              "      <td>0.000347</td>\n",
              "      <td>2677.510252</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2568</th>\n",
              "      <td>D05981</td>\n",
              "      <td>0.934112</td>\n",
              "      <td>0.000366</td>\n",
              "      <td>2555.506934</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1412</th>\n",
              "      <td>D02558</td>\n",
              "      <td>0.957066</td>\n",
              "      <td>0.000386</td>\n",
              "      <td>2479.764194</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1218</th>\n",
              "      <td>D02068</td>\n",
              "      <td>0.915335</td>\n",
              "      <td>0.000388</td>\n",
              "      <td>2357.032571</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1935</th>\n",
              "      <td>D03826</td>\n",
              "      <td>0.934139</td>\n",
              "      <td>0.000388</td>\n",
              "      <td>2404.652320</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "        Drug    Cosine     Error        Ratio\n",
              "813   D01228  0.933001  0.000289  3223.509127\n",
              "79    D00196  0.939603  0.000306  3075.463914\n",
              "1888  D03751  0.943170  0.000324  2915.059617\n",
              "1388  D02418  0.944881  0.000328  2884.443301\n",
              "2673  D06288  0.918739  0.000339  2706.522993\n",
              "284   D00469  0.928133  0.000347  2677.510252\n",
              "2568  D05981  0.934112  0.000366  2555.506934\n",
              "1412  D02558  0.957066  0.000386  2479.764194\n",
              "1218  D02068  0.915335  0.000388  2357.032571\n",
              "1935  D03826  0.934139  0.000388  2404.652320"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 182
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 357
        },
        "id": "tG3tNmZiTyM1",
        "outputId": "8b0f27ac-cda2-4dd3-a1a4-bd23e0fdefb4"
      },
      "source": [
        "ratio_df = top10linkpredictionscore.sort_values(by=['Ratio'], ascending=False)\n",
        "ratio_df[:10]"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/html": [
              "<div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
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              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>Drug</th>\n",
              "      <th>Cosine</th>\n",
              "      <th>Error</th>\n",
              "      <th>Ratio</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>813</th>\n",
              "      <td>D01228</td>\n",
              "      <td>0.933001</td>\n",
              "      <td>0.000289</td>\n",
              "      <td>3223.509127</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>79</th>\n",
              "      <td>D00196</td>\n",
              "      <td>0.939603</td>\n",
              "      <td>0.000306</td>\n",
              "      <td>3075.463914</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1888</th>\n",
              "      <td>D03751</td>\n",
              "      <td>0.943170</td>\n",
              "      <td>0.000324</td>\n",
              "      <td>2915.059617</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1388</th>\n",
              "      <td>D02418</td>\n",
              "      <td>0.944881</td>\n",
              "      <td>0.000328</td>\n",
              "      <td>2884.443301</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2673</th>\n",
              "      <td>D06288</td>\n",
              "      <td>0.918739</td>\n",
              "      <td>0.000339</td>\n",
              "      <td>2706.522993</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>284</th>\n",
              "      <td>D00469</td>\n",
              "      <td>0.928133</td>\n",
              "      <td>0.000347</td>\n",
              "      <td>2677.510252</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2568</th>\n",
              "      <td>D05981</td>\n",
              "      <td>0.934112</td>\n",
              "      <td>0.000366</td>\n",
              "      <td>2555.506934</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1412</th>\n",
              "      <td>D02558</td>\n",
              "      <td>0.957066</td>\n",
              "      <td>0.000386</td>\n",
              "      <td>2479.764194</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1935</th>\n",
              "      <td>D03826</td>\n",
              "      <td>0.934139</td>\n",
              "      <td>0.000388</td>\n",
              "      <td>2404.652320</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1218</th>\n",
              "      <td>D02068</td>\n",
              "      <td>0.915335</td>\n",
              "      <td>0.000388</td>\n",
              "      <td>2357.032571</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "        Drug    Cosine     Error        Ratio\n",
              "813   D01228  0.933001  0.000289  3223.509127\n",
              "79    D00196  0.939603  0.000306  3075.463914\n",
              "1888  D03751  0.943170  0.000324  2915.059617\n",
              "1388  D02418  0.944881  0.000328  2884.443301\n",
              "2673  D06288  0.918739  0.000339  2706.522993\n",
              "284   D00469  0.928133  0.000347  2677.510252\n",
              "2568  D05981  0.934112  0.000366  2555.506934\n",
              "1412  D02558  0.957066  0.000386  2479.764194\n",
              "1935  D03826  0.934139  0.000388  2404.652320\n",
              "1218  D02068  0.915335  0.000388  2357.032571"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 184
        }
      ]
    }
  ]
}