Tranf_pretrained.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "Копия блокнота \"NLP_pretrained.ipynb\"",
      "provenance": [],
      "collapsed_sections": [],
      "toc_visible": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    },
    "accelerator": "TPU"
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OjDSy523lavA"
      },
      "source": [
        "# Установка библиотек\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "3py1L375lhFS",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "65aa743a-69a4-41da-976b-474332a5db5e"
      },
      "source": [
        "# Grab Jaime's excellent condacolab package: https://github.com/jaimergp/condacolab\n",
        "# Note: you should probably read the README file at that repo.\n",
        "!pip install -q condacolab\n",
        "import condacolab\n",
        "condacolab.install()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "✨🍰✨ Everything looks OK!\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "aRbTPYc8lh3X",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "c38dba69-f610-4c93-cc32-8a78160df54e"
      },
      "source": [
        "!mamba install -c conda-forge rdkit chembl_structure_pipeline\n"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "\n",
            "                  __    __    __    __\n",
            "                 /  \\  /  \\  /  \\  /  \\\n",
            "                /    \\/    \\/    \\/    \\\n",
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            "              /  / \\   / \\   / \\   / \\  \\____\n",
            "             /  /   \\_/   \\_/   \\_/   \\    o \\__,\n",
            "            / _/                       \\_____/  `\n",
            "            |/\n",
            "        ███╗   ███╗ █████╗ ███╗   ███╗██████╗  █████╗\n",
            "        ████╗ ████║██╔══██╗████╗ ████║██╔══██╗██╔══██╗\n",
            "        ██╔████╔██║███████║██╔████╔██║██████╔╝███████║\n",
            "        ██║╚██╔╝██║██╔══██║██║╚██╔╝██║██╔══██╗██╔══██║\n",
            "        ██║ ╚═╝ ██║██║  ██║██║ ╚═╝ ██║██████╔╝██║  ██║\n",
            "        ╚═╝     ╚═╝╚═╝  ╚═╝╚═╝     ╚═╝╚═════╝ ╚═╝  ╚═╝\n",
            "\n",
            "        mamba (0.8.0) supported by @QuantStack\n",
            "\n",
            "        GitHub:  https://github.com/mamba-org/mamba\n",
            "        Twitter: https://twitter.com/QuantStack\n",
            "\n",
            "█████████████████████████████████████████████████████████████\n",
            "\n",
            "\n",
            "Looking for: ['rdkit', 'chembl_structure_pipeline']\n",
            "\n",
            "conda-forge/linux-64     Using cache\n",
            "conda-forge/noarch       Using cache\n",
            "pkgs/main/noarch         [] (--:--) No change\n",
            "pkgs/main/noarch         [] (00m:00s) No change\n",
            "pkgs/main/noarch         [] (00m:00s) No change\n",
            "pkgs/r/noarch            [] (--:--) No change\n",
            "pkgs/r/noarch            [] (00m:00s) No change\n",
            "pkgs/r/noarch            [] (00m:00s) No change\n",
            "pkgs/r/linux-64          [] (--:--) No change\n",
            "pkgs/r/linux-64          [] (00m:00s) No change\n",
            "pkgs/r/linux-64          [] (00m:00s) No change\n",
            "pkgs/main/linux-64       [] (--:--) No change\n",
            "pkgs/main/linux-64       [] (00m:00s) No change\n",
            "pkgs/main/linux-64       [] (00m:00s) No change\n",
            "Transaction\n",
            "\n",
            "  Prefix: /usr/local\n",
            "\n",
            "  All requested packages already installed\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1kBjDqKskRcy",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "948e6a1f-a487-44c2-8c3d-1584b4005e55"
      },
      "source": [
        "!git clone https://github.com/DSPsleeporg/smiles-transformer.git"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "fatal: destination path 'smiles-transformer' already exists and is not an empty directory.\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "5bO8XZwTl8jU"
      },
      "source": [
        "# Импорт библиотек"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "D6iBp32BkZaf"
      },
      "source": [
        "import os\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "from rdkit import Chem\n",
        "from rdkit.Chem import AllChem, Draw\n",
        "from rdkit.Chem.Draw import DrawingOptions\n",
        "\n",
        "from sklearn.neural_network import MLPClassifier\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import roc_auc_score\n",
        "\n",
        "from sklearn.neighbors import NearestNeighbors\n",
        "\n",
        "sys.path.append('./smiles-transformer/smiles_transformer')\n",
        "\n",
        "import torch\n",
        "from pretrain_trfm import TrfmSeq2seq\n",
        "from build_vocab import WordVocab\n",
        "from utils import split\n",
        "\n",
        "\n",
        "from sklearn.linear_model import LinearRegression, LogisticRegression, Ridge\n",
        "from sklearn.ensemble import RandomForestClassifier, RandomForestRegressor\n",
        "from sklearn.model_selection import train_test_split\n",
        "from sklearn.metrics import mean_squared_error, r2_score, roc_auc_score, precision_recall_curve, auc"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LjZib9pkl-_n"
      },
      "source": [
        "# Utils"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "w1KhmU1AkwNE"
      },
      "source": [
        "Создадим функции для обработки данных"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "e0FsMahuktdS"
      },
      "source": [
        "# Функция принимает на вход один SMILES, укорачивает их\n",
        "# При помощи словаря переводит символы в набор цифр\n",
        "# Возвращает массив чисел\n",
        "def get_inputs(sm):\n",
        "    seq_len = 220\n",
        "    sm = sm.split()\n",
        "    if len(sm)>218:\n",
        "        print('SMILES is too long ({:d})'.format(len(sm)))\n",
        "        sm = sm[:109]+sm[-109:]\n",
        "    ids = [vocab.stoi.get(token, unk_index) for token in sm]\n",
        "    ids = [sos_index] + ids + [eos_index]\n",
        "    seg = [1]*len(ids) \n",
        "    padding = [pad_index]*(seq_len - len(ids))\n",
        "    ids.extend(padding), seg.extend(padding)\n",
        "    return ids\n",
        "\n",
        "# Функция принимает на вход набор SMILES\n",
        "# И применяет функцию get_inputs()\n",
        "def get_array(smiles):\n",
        "    x_id = []\n",
        "    for sm in smiles:\n",
        "        a = get_inputs(sm)\n",
        "        x_id.append(a)\n",
        "        \n",
        "    return torch.tensor(x_id)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "2xin3ccS4T1p"
      },
      "source": [
        "# функция отрисовки красивых молекул\n",
        "def plot_mols(mols, unit=200, w=120, h=200, fontsize=1.0):\n",
        "    drawer = Draw.MolDraw2DSVG(4*unit, 3*unit, w, h)\n",
        "\n",
        "    opt = drawer.drawOptions()\n",
        "    opt.padding = 0.1\n",
        "    opt.legendFontSize = 20\n",
        "\n",
        "\n",
        "    xs = np.array([0,1,2,3,0,1,2,3,0,1,2,3])*unit\n",
        "    ys = np.array([0,0,0,0,1,1,1,1,2,2,2,2])*unit\n",
        "    for i, (mol, x, y) in enumerate(zip(mols,xs,ys)):\n",
        "\n",
        "        drawer.SetOffset(int(x), int(y))\n",
        "        drawer.SetFontSize(fontsize)\n",
        "\n",
        "        AllChem.Compute2DCoords(mol)\n",
        "        Chem.Kekulize(mol)\n",
        "\n",
        "        drawer.DrawMolecule(mol, legend=str(i))\n",
        "\n",
        "\n",
        "\n",
        "    drawer.FinishDrawing()\n",
        "    return drawer"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "RMjpSHqZnX_Z"
      },
      "source": [
        "# Предобученная модель"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "UMGJ7v10nbpT"
      },
      "source": [
        "Как показал наш опыт работы с текстовыми моделями, получить хороший скор, имея на руках небольшой корпус текстов (всего несколько тысяч SMILES) - задача непростая :(\n",
        "\n",
        "Одиночные блоки  RNN и LSTM не могут вытащить достаточно информации для хороших предсказаний.\n",
        "\n",
        "При этом измерить в лаборатории молекулярные свойста для большого числа молекул - дорогой по времени и материалам процесс.\n",
        "\n",
        "\n",
        "\n",
        "Что же делать?\n",
        "\n",
        "Есть датасеты известных молекул состоящие из миллионов объектов. Один из таких корпусов - [ChemBL database](https://www.ebi.ac.uk/chembl/).\n",
        "\n",
        "Что если мы попробуем вытащить скрытые свойства молекул имея на руках только SMILES, не используя предсказания растворимости?\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "l0rCOkuVqok8"
      },
      "source": [
        "Это делается при помощи моделей автоэнкодеров.\n",
        "\n",
        "![](https://sun9-69.userapi.com/impg/apo1uut5kWtKKeuCJHQT49z4VrcyZLUwH-yPXw/Q7V_OFqiy0Y.jpg?size=1406x976&quality=96&sign=48e376482628d4fd8f61472253d40992&type=album)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6TiXOy-Aq494"
      },
      "source": [
        "Автоэнкодер принимает на вход молекулу, после серии преобразований сворачивает ее в вектор небольшой размерности, затем пытается из этого вектора предсказать исходное представление молекулы!\n",
        "\n",
        "Если у него это выходит - значит, \"скрытое\" представление содержит достаточно признаков, которые отвечают за представление молекулы."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zXodOBxOrOSz"
      },
      "source": [
        "Теперь можно взять из обученной модели только ту часть, которая вытаскивает свойства молекулы (энкодер) и на этих векторах сделать свои предсказания!"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jcPHQdEArdY-"
      },
      "source": [
        "## Transformer\n",
        "\n",
        "### В моделях, работающих с естественным языком SOTA моделями являются ***трансформеры***.\n",
        "\n",
        "Трансформеры включают в себя слои Attention - это слои, которые сохраняют дополнительную информацию о слове, которое они обрабатывают. Когда мы читаем предложения в тексте - мы обращаем внимание на конкретные слова. Attention реализуют внутри себя эту функцию. Передавая \"важность\" слова между слоями мы можем улучшить наши предсказания."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "opwFt-KasYsj"
      },
      "source": [
        "![](https://miro.medium.com/max/1200/1*KD1xANybFo4EC2V2unn3RQ.gif)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "CQn5TfCXsm6O"
      },
      "source": [
        "Трансформер состоит из нескольких блоков, включающих слои Attention.\n",
        "\n",
        "![](https://miro.medium.com/max/1400/1*V2435M1u0tiSOz4nRBfl4g.png)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fU9FU84PsvsQ"
      },
      "source": [
        "# План \n",
        "\n",
        "1. Загрузим предобученную модель трансформера\n",
        "2. Вытащим вектора признаков молекул\n",
        "3. Построим предсказания\n",
        "4. Визуализируем полученные вектора"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "I339Dm79s_7a"
      },
      "source": [
        "# Загрузка модели"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Qd6S_6n_tIhU",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "1e2a2002-d1f6-43e9-f3ee-8bb2f258c2ce"
      },
      "source": [
        "# Загружаем словарь символы-номера символов\n",
        "!wget https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/vocab.pkl"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "--2021-05-09 10:24:29--  https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/vocab.pkl\n",
            "Resolving github.com (github.com)... 140.82.113.4\n",
            "Connecting to github.com (github.com)|140.82.113.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/vocab.pkl [following]\n",
            "--2021-05-09 10:24:30--  https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/vocab.pkl\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 1723 (1.7K) [application/octet-stream]\n",
            "Saving to: ‘vocab.pkl’\n",
            "\n",
            "vocab.pkl           100%[===================>]   1.68K  --.-KB/s    in 0s      \n",
            "\n",
            "2021-05-09 10:24:30 (26.8 MB/s) - ‘vocab.pkl’ saved [1723/1723]\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "tHwvPNRQuVpG",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "79305bbc-70d9-43d9-879f-80d0ad2acf14"
      },
      "source": [
        "# загрузим веса предобученной модели\n",
        "!wget https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/weights_trfm.pkl"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "--2021-05-09 10:25:07--  https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/weights_trfm.pkl\n",
            "Resolving github.com (github.com)... 140.82.113.3\n",
            "Connecting to github.com (github.com)|140.82.113.3|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/weights_trfm.pkl [following]\n",
            "--2021-05-09 10:25:08--  https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/weights_trfm.pkl\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 22128521 (21M) [application/octet-stream]\n",
            "Saving to: ‘weights_trfm.pkl’\n",
            "\n",
            "weights_trfm.pkl    100%[===================>]  21.10M  34.0MB/s    in 0.6s    \n",
            "\n",
            "2021-05-09 10:25:09 (34.0 MB/s) - ‘weights_trfm.pkl’ saved [22128521/22128521]\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0kvB2Fx0mb2p"
      },
      "source": [
        "pad_index = 0\n",
        "unk_index = 1\n",
        "eos_index = 2\n",
        "sos_index = 3\n",
        "mask_index = 4#??????"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "YxJUxT0mtOOL"
      },
      "source": [
        "vocab = WordVocab.load_vocab('vocab.pkl')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "g03dKigSuPTc"
      },
      "source": [
        "Теперь создадим модель трансформера\n",
        "\n",
        "**TO-DO**\n",
        "1. Создайте модель TrfmSeq2seq. На вход она принимает 4 параметра, определяющих архитектуру модели: len(vocab), 256, len(vocab), 4\n",
        "2. Загрузите веса в полученную модель при помощи метода load_state_dict и функции torch.load (если запускаете на cpu, добавьте в torch.load аргумент map_location=torch.device('cpu'))\n",
        "3. Мы не будем тренировать модель. Включите у модели метод eval()"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "aaiPABiVBK-Q"
      },
      "source": [
        "is_cuda = torch.cuda.is_available()\n",
        "\n",
        "# If we have a GPU available, we'll set our device to GPU. We'll use this device variable later in our code.\n",
        "if is_cuda:\n",
        "    device = torch.device(\"cuda\")\n",
        "else:\n",
        "    device = torch.device(\"cpu\")"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "AK39IduxB9sx"
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "tEATnY4PuSR8",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "980e802a-b151-4cb5-e7bb-bd5752091e3e"
      },
      "source": [
        "trfm = TrfmSeq2seq(len(vocab), 256, len(vocab), 4) #??\n",
        "trfm.load_state_dict(torch.load(\"weights_trfm.pkl\", map_location=torch.device('cpu')))\n",
        "trfm.eval()\n",
        "print('Total parameters:', sum(p.numel() for p in trfm.parameters()))"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Total parameters: 4245037\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "L3LcwjhRtgU5"
      },
      "source": [
        "Загрузим наши данные"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "c9gF0XrgtiUW",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "cbf86a98-a4f0-46ab-cd11-e91bb293b5e0"
      },
      "source": [
        "!wget https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/esol.csv"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "--2021-05-09 10:25:39--  https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/esol.csv\n",
            "Resolving github.com (github.com)... 140.82.112.4\n",
            "Connecting to github.com (github.com)|140.82.112.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/esol.csv [following]\n",
            "--2021-05-09 10:25:39--  https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/esol.csv\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.110.133, 185.199.109.133, 185.199.108.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.110.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 96699 (94K) [text/plain]\n",
            "Saving to: ‘esol.csv’\n",
            "\n",
            "esol.csv            100%[===================>]  94.43K  --.-KB/s    in 0.01s   \n",
            "\n",
            "2021-05-09 10:25:40 (6.29 MB/s) - ‘esol.csv’ saved [96699/96699]\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "uijeTdgwuBMd"
      },
      "source": [
        "data = pd.read_csv('esol.csv')"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "mdefvgLftn6O"
      },
      "source": [
        "**TO-DO**\n",
        "1. Примените функцию split(sm) ко всем smiles из датасета\n",
        "2. Используйте функцию get_array на полученных данных x_split\n",
        "\n"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 279
        },
        "id": "zWP9-Cj_CVLe",
        "outputId": "047885e6-6298-4cf3-cbce-20af0ea586cf"
      },
      "source": [
        "data.head()"
      ],
      "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>Compound ID</th>\n",
              "      <th>ESOL predicted log solubility in mols per litre</th>\n",
              "      <th>Minimum Degree</th>\n",
              "      <th>Molecular Weight</th>\n",
              "      <th>Number of H-Bond Donors</th>\n",
              "      <th>Number of Rings</th>\n",
              "      <th>Number of Rotatable Bonds</th>\n",
              "      <th>Polar Surface Area</th>\n",
              "      <th>measured log solubility in mols per litre</th>\n",
              "      <th>smiles</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Amigdalin</td>\n",
              "      <td>-0.974</td>\n",
              "      <td>1</td>\n",
              "      <td>457.432</td>\n",
              "      <td>7</td>\n",
              "      <td>3</td>\n",
              "      <td>7</td>\n",
              "      <td>202.32</td>\n",
              "      <td>-0.77</td>\n",
              "      <td>OCC3OC(OCC2OC(OC(C#N)c1ccccc1)C(O)C(O)C2O)C(O)...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Fenfuram</td>\n",
              "      <td>-2.885</td>\n",
              "      <td>1</td>\n",
              "      <td>201.225</td>\n",
              "      <td>1</td>\n",
              "      <td>2</td>\n",
              "      <td>2</td>\n",
              "      <td>42.24</td>\n",
              "      <td>-3.30</td>\n",
              "      <td>Cc1occc1C(=O)Nc2ccccc2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>citral</td>\n",
              "      <td>-2.579</td>\n",
              "      <td>1</td>\n",
              "      <td>152.237</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>4</td>\n",
              "      <td>17.07</td>\n",
              "      <td>-2.06</td>\n",
              "      <td>CC(C)=CCCC(C)=CC(=O)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Picene</td>\n",
              "      <td>-6.618</td>\n",
              "      <td>2</td>\n",
              "      <td>278.354</td>\n",
              "      <td>0</td>\n",
              "      <td>5</td>\n",
              "      <td>0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>-7.87</td>\n",
              "      <td>c1ccc2c(c1)ccc3c2ccc4c5ccccc5ccc43</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Thiophene</td>\n",
              "      <td>-2.232</td>\n",
              "      <td>2</td>\n",
              "      <td>84.143</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>-1.33</td>\n",
              "      <td>c1ccsc1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "  Compound ID  ...                                             smiles\n",
              "0   Amigdalin  ...  OCC3OC(OCC2OC(OC(C#N)c1ccccc1)C(O)C(O)C2O)C(O)...\n",
              "1    Fenfuram  ...                             Cc1occc1C(=O)Nc2ccccc2\n",
              "2      citral  ...                               CC(C)=CCCC(C)=CC(=O)\n",
              "3      Picene  ...                 c1ccc2c(c1)ccc3c2ccc4c5ccccc5ccc43\n",
              "4   Thiophene  ...                                            c1ccsc1\n",
              "\n",
              "[5 rows x 10 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 31
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "HMMm1EBItV9_"
      },
      "source": [
        "from multiprocess import Pool\n",
        "with Pool(10) as pool:\n",
        "    x_split = data.smiles.apply(split)\n",
        "xid = get_array(x_split)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "njE295Z0INWg",
        "outputId": "0498bef0-c6c5-4039-b2cf-c59d5115f4ab"
      },
      "source": [
        "type(x_split)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "pandas.core.series.Series"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 34
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "JfQ3gCVJv7LR"
      },
      "source": [
        "Имея на руках SMILES, переведенные в наборы цифр, можем получить свойства молекул из нашей модели."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4vXh7sDOwe9Q"
      },
      "source": [
        "**TO-DO**\n",
        "1. Используйте метод encode() модели для получения векторов . Не забудьте сделать torch.Tensor из xid!"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "aBlo7lmYuKIV",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "3b13e020-484d-499c-dc26-1f34f6d7c861"
      },
      "source": [
        "X_esol = trfm.encode(torch.t(xid))\n",
        "print(X_esol.shape)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "There are 1128 molecules. It will take a little time.\n",
            "(1128, 1024)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "VJw4SG_YLvTa",
        "outputId": "e368267e-643c-4f25-bab6-9b03d374f63c"
      },
      "source": [
        "X_esol.shape"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(1128, 1024)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 36
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "F-Fid_tnw1r7"
      },
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "def evaluate_regression(X, y, model='ridge'):\n",
        "    if model=='ridge':\n",
        "        reg = Ridge()\n",
        "    elif model=='rf':\n",
        "        reg = RandomForestRegressor(n_estimators=10)\n",
        "    else:\n",
        "        raise ValueError('Model \"{}\" is invalid. Specify \"ridge\" or \"rf\".'.format(model))\n",
        "\n",
        "    # разделите данные на тренировочную и тестовую выборки\n",
        "    X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.3, random_state=42)\n",
        " \n",
        "    # примените модель reg к тренировочным данным\n",
        "    reg.fit(X_train, y_train)\n",
        "\n",
        "    # сделайте предсказания на тестовой выборке\n",
        "    y_pred = reg.predict(X_test)\n",
        "\n",
        "    # посчитайте rmse и r2 для предсказаний\n",
        "    r2 = r2_score(y_test, y_pred)\n",
        "    rmse = mean_squared_error(y_test, y_pred)**0.5\n",
        "    ret = {}\n",
        "    ret['r2'] = r2\n",
        "\n",
        "    ret['rmse'] = rmse\n",
        "\n",
        "    return ret"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xug9hwa-zOKp",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "974d8f29-4353-4d2d-bf05-534743557255"
      },
      "source": [
        "score_dic_esol = evaluate_regression(X_esol, data['measured log solubility in mols per litre'].values, model='rf')\n",
        "print(score_dic_esol)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "{'r2': 0.8088886882286552, 'rmse': 0.9336278149633055}\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XERZz6u2zkjc"
      },
      "source": [
        "Теперь давайте попробуем применить этот подхрод к датасету Lipophilicity!"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "S9qKpVvHzrc7",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "496eff55-e21a-47e5-e5d3-1976090ed9ee"
      },
      "source": [
        "!wget https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/lipophilicity.csv\n"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "--2021-05-09 10:27:05--  https://github.com/kostyastrong/HSE_nlp_mol_properties/raw/master/data/lipophilicity.csv\n",
            "Resolving github.com (github.com)... 140.82.113.3\n",
            "Connecting to github.com (github.com)|140.82.113.3|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/lipophilicity.csv [following]\n",
            "--2021-05-09 10:27:05--  https://raw.githubusercontent.com/kostyastrong/HSE_nlp_mol_properties/master/data/lipophilicity.csv\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 282606 (276K) [text/plain]\n",
            "Saving to: ‘lipophilicity.csv’\n",
            "\n",
            "lipophilicity.csv   100%[===================>] 275.98K  --.-KB/s    in 0.03s   \n",
            "\n",
            "2021-05-09 10:27:05 (8.28 MB/s) - ‘lipophilicity.csv’ saved [282606/282606]\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "smaKd0Qnz39e"
      },
      "source": [
        "**TO-DO**\n",
        "\n",
        "1. Закодируйте smiles датасета в числовые последовательности\n",
        "2. Примените модель трансформера для получения векторов свойств молекул\n",
        "3. Посчитайте модель регрессии на полученных векторах"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "bLVQxEZoz2z7",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "334b5db3-8da8-4352-be9f-43fc66a614da"
      },
      "source": [
        "data_lip = pd.read_csv('lipophilicity.csv')\n",
        "x_split_lip = data_lip.smiles.apply(split)\n",
        "xid_lip = get_array(x_split_lip)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "SMILES is too long (251)\n",
            "SMILES is too long (267)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0fdfnKTQ0b2k",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "885274d0-e757-4222-dca7-5692a8628b76"
      },
      "source": [
        "X_lip = trfm.encode(torch.t(xid_lip))\n",
        "print(X_lip.shape)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "There are 4200 molecules. It will take a little time.\n",
            "(4200, 1024)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ATT_oLOY0ij0",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "743244c0-d56a-468a-ef19-6d024c08199f"
      },
      "source": [
        "score_dic_lip = evaluate_regression(X_lip, data_lip['exp'].values, model='rf')\n",
        "print(score_dic_lip)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "{'r2': 0.3037624976560568, 'rmse': 1.0177521274146977}\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "iVWjwTWT0tJw"
      },
      "source": [
        " Ой-ой...\n",
        " Что не так?\n",
        "\n",
        " Интерпретация моделей глубокого обучения - сложная тема. Существует множество методов, как понять, поняла ли нейросеть что-то из данных.\n",
        "\n",
        " Давайте попробуем нарисовать свойства, которые модель получила для наших датасетов и сравним."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "yphKi6CM09dd"
      },
      "source": [
        "# Визуализация"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "lQVJo6iU1Du2"
      },
      "source": [
        "Для отрисовки векторов большого размера на плоскости мы будем использовать функцию tsne. Эта функция пытается сопоставить каждому вектору большого пространства вектор на плоскости так, чтобы близкие вектора из большого пространства были близкими на плоскости - и наоборот."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "mEeKt41H1BA_"
      },
      "source": [
        "from sklearn.manifold import TSNE"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Yo6sxzJ91p2u"
      },
      "source": [
        " **TO-DO**\n",
        "\n",
        " 1. создайте объект TSNE. В качестве параметров передайте размерность пространства, которую мы хотим получить на выходе.\n",
        " 2. Примените метод fit_transform к векторам, полученным из трансформера.\n",
        " 3. Вытащите целевую переменную\n",
        " "
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 279
        },
        "id": "N1-iTcpDTmjY",
        "outputId": "f53e9ac3-1827-4430-b7b1-4f53e89cb5ba"
      },
      "source": [
        "data.head()"
      ],
      "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>Compound ID</th>\n",
              "      <th>ESOL predicted log solubility in mols per litre</th>\n",
              "      <th>Minimum Degree</th>\n",
              "      <th>Molecular Weight</th>\n",
              "      <th>Number of H-Bond Donors</th>\n",
              "      <th>Number of Rings</th>\n",
              "      <th>Number of Rotatable Bonds</th>\n",
              "      <th>Polar Surface Area</th>\n",
              "      <th>measured log solubility in mols per litre</th>\n",
              "      <th>smiles</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Amigdalin</td>\n",
              "      <td>-0.974</td>\n",
              "      <td>1</td>\n",
              "      <td>457.432</td>\n",
              "      <td>7</td>\n",
              "      <td>3</td>\n",
              "      <td>7</td>\n",
              "      <td>202.32</td>\n",
              "      <td>-0.77</td>\n",
              "      <td>OCC3OC(OCC2OC(OC(C#N)c1ccccc1)C(O)C(O)C2O)C(O)...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Fenfuram</td>\n",
              "      <td>-2.885</td>\n",
              "      <td>1</td>\n",
              "      <td>201.225</td>\n",
              "      <td>1</td>\n",
              "      <td>2</td>\n",
              "      <td>2</td>\n",
              "      <td>42.24</td>\n",
              "      <td>-3.30</td>\n",
              "      <td>Cc1occc1C(=O)Nc2ccccc2</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>citral</td>\n",
              "      <td>-2.579</td>\n",
              "      <td>1</td>\n",
              "      <td>152.237</td>\n",
              "      <td>0</td>\n",
              "      <td>0</td>\n",
              "      <td>4</td>\n",
              "      <td>17.07</td>\n",
              "      <td>-2.06</td>\n",
              "      <td>CC(C)=CCCC(C)=CC(=O)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Picene</td>\n",
              "      <td>-6.618</td>\n",
              "      <td>2</td>\n",
              "      <td>278.354</td>\n",
              "      <td>0</td>\n",
              "      <td>5</td>\n",
              "      <td>0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>-7.87</td>\n",
              "      <td>c1ccc2c(c1)ccc3c2ccc4c5ccccc5ccc43</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Thiophene</td>\n",
              "      <td>-2.232</td>\n",
              "      <td>2</td>\n",
              "      <td>84.143</td>\n",
              "      <td>0</td>\n",
              "      <td>1</td>\n",
              "      <td>0</td>\n",
              "      <td>0.00</td>\n",
              "      <td>-1.33</td>\n",
              "      <td>c1ccsc1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>"
            ],
            "text/plain": [
              "  Compound ID  ...                                             smiles\n",
              "0   Amigdalin  ...  OCC3OC(OCC2OC(OC(C#N)c1ccccc1)C(O)C(O)C2O)C(O)...\n",
              "1    Fenfuram  ...                             Cc1occc1C(=O)Nc2ccccc2\n",
              "2      citral  ...                               CC(C)=CCCC(C)=CC(=O)\n",
              "3      Picene  ...                 c1ccc2c(c1)ccc3c2ccc4c5ccccc5ccc43\n",
              "4   Thiophene  ...                                            c1ccsc1\n",
              "\n",
              "[5 rows x 10 columns]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 45
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "DvMq7kfa1_Yl"
      },
      "source": [
        "ts = TSNE(2)\n",
        "X_esol_reduced = ts.fit_transform(X_esol)\n",
        "y_esol = data['measured log solubility in mols per litre']"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DrjaF3hL2jKD"
      },
      "source": [
        "Отрисуем полученные вектора"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "7MJ1Ct9p2is_",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 595
        },
        "outputId": "418595ad-617a-4b48-a35f-0abe2eb1f5ac"
      },
      "source": [
        "fig = plt.figure(figsize=(12,10))\n",
        "plt.rcParams['font.size'] = 12\n",
        "plt.scatter(X_esol_reduced[:, 0], X_esol_reduced[:, 1], c=y_esol, marker='o')\n",
        "plt.colorbar()\n",
        "plt.show()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x720 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Ay9wYfcD2ugW"
      },
      "source": [
        "**TO-DO**\n",
        "\n",
        "Сделайте визуализацию для датасета Lipophilicity"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "drxhSEqQ2TPi"
      },
      "source": [
        "ts = TSNE(2)\n",
        "X_lip_reduced = ts.fit_transform(X_lip)\n",
        "y_lip = data_lip.exp"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_YwjGneH29fr",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 595
        },
        "outputId": "eb9b7f58-2f5d-47a8-e156-e7313140ed3e"
      },
      "source": [
        "fig = plt.figure(figsize=(12,10))\n",
        "plt.rcParams['font.size'] = 12\n",
        "plt.scatter(X_lip_reduced[:, 0], X_lip_reduced[:, 1], c=y_lip, marker='o')\n",
        "plt.colorbar()\n",
        "plt.show()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 864x720 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GXs32onH3aWf"
      },
      "source": [
        "Посмотрим, что за молекулы нарисованы на плоскости.\n",
        "\n",
        "Выберем последовательность находящихся рядом молекул.\n",
        "Для этого используем модель, которая подбирает ближайших соседей к точке\n",
        "\n",
        "**TO-DO**:\n",
        "1. Создайте объект NearestNeighbors, передайте аргумент metric='euclidean' (считаем расстояние по как евклидово)\n",
        "2. Примените модель к X_esol_reduced (fit)\n",
        "3. Задайте область, в которой будем искать соседей при помощи np.linspace (на вход принимает начало области по оси, конец области и количество точек). Размер области посмотрите по картинке с отрисованными векторами."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "CV7Cirnt3ZrU"
      },
      "source": [
        "nn = NearestNeighbors(metric='euclidean')\n",
        "nn.fit(X_esol_reduced)\n",
        "\n",
        "xs = np.linspace(-60, 50, 12)\n",
        "ys = np.linspace(-60, 60, 12)\n",
        "ids = []\n",
        "pts = []\n",
        "for x,y in zip(xs, ys):\n",
        "    _, result = nn.kneighbors([[x, y]], n_neighbors=1)\n",
        "    ids.append(result[0, 0])\n",
        "    pts.append(X_esol_reduced[result[0, 0]])\n",
        "pts = np.array(pts)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "l-4dmPL7aVeT"
      },
      "source": [
        ""
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "eHyLVPBF3tDk",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 442
        },
        "outputId": "9dd96e96-17ff-44bd-febf-55c459bb27fc"
      },
      "source": [
        "\n",
        "fig = plt.figure(figsize=(8,7))\n",
        "plt.rcParams['font.size'] = 14\n",
        "plt.axis('off')\n",
        "plt.scatter(X_esol_reduced[:, 0], X_esol_reduced[:, 1], c=data['measured log solubility in mols per litre'].values, marker='o')\n",
        "for i in range(12):\n",
        "    plt.scatter(pts[i,0], pts[i,1], c='r', marker='${}$'.format(i), s=200*(1+i//10))\n",
        "plt.colorbar()\n",
        "plt.savefig('esol.png', dpi=300)\n",
        "plt.show()"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "\r  0%|          | 0/1128 [1:03:10<?, ?it/s]\n"
          ],
          "name": "stderr"
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 576x504 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "SR2y6n5d39G-",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 621
        },
        "outputId": "d404e6af-ec52-438a-e4e0-19c520f0b58f"
      },
      "source": [
        "from IPython.display import SVG\n",
        "mols = [Chem.MolFromSmiles(sm) for sm in data['smiles'].values[ids]]\n",
        "dr = plot_mols(mols, w = 50)\n",
        "with open('esol.svg', 'w') as f:\n",
        "    f.write(dr.GetDrawingText())\n",
        "SVG(dr.GetDrawingText())"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<IPython.core.display.SVG object>"
            ],
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          "metadata": {
            "tags": []
          },
          "execution_count": 81
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "KtaouOBz5PdC"
      },
      "source": [
        "Что вы видите на получившейся картинке?"
      ]
    }
  ]
}