ActiveLearning/step_1-GPR/Model_Selection_GPR.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# GPR model selection"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This notebook details the GPR fitting procedure and hyperparamter selection, including the size of the latent dimension and kernel parameters."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-01-24T16:04:35.624866Z",
     "start_time": "2020-01-24T16:04:35.608865Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "IPython.notebook.set_autosave_interval(180000)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Autosaving every 180 seconds\n"
     ]
    }
   ],
   "source": [
    "from __future__ import absolute_import\n",
    "from __future__ import division\n",
    "from __future__ import print_function\n",
    "from scipy.spatial.distance import pdist, cdist, squareform\n",
    "from sklearn.gaussian_process.kernels import RBF, WhiteKernel, Matern\n",
    "import itertools\n",
    "import sys\n",
    "import time\n",
    "from random import shuffle, seed\n",
    "from joblib import Parallel, delayed\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "%autosave 180\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "import numpy as np\n",
    "import scipy\n",
    "import pickle\n",
    "from sklearn import preprocessing\n",
    "import random\n",
    "from sklearn.model_selection import LeaveOneOut, KFold\n",
    "from scipy.optimize import minimize, minimize_scalar\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from GPR_v2 import GaussianProcessRegressor"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Load in data for the observed mean and uncertainties "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-01-24T16:06:56.404986Z",
     "start_time": "2020-01-24T16:06:56.397046Z"
    }
   },
   "outputs": [],
   "source": [
    "mu_std = np.loadtxt(\"mu_std.dat\")\n",
    "mu = mu_std[:, 0]\n",
    "scaler = StandardScaler()\n",
    "y_scaled = scaler.fit_transform(mu.reshape(-1, 1))\n",
    "std_scaled = mu_std[:, 1] / np.sqrt(scaler.var_)[0]\n",
    "names = np.array([\n",
    "    str(i)[1:]\n",
    "    for i in np.loadtxt(\"names_all.dat\", dtype=\"str\")\n",
    "])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-01-24T16:06:57.288483Z",
     "start_time": "2020-01-24T16:06:57.285209Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total of 122 training samples.\n"
     ]
    }
   ],
   "source": [
    "print(\"Total of {} training samples.\".format(mu.shape[0]))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Grid Search\n",
    "Iterate over all VAE dimensions and perform a grid search over the kernel hyperparameter $l$. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-01-24T16:07:01.160356Z",
     "start_time": "2020-01-24T16:07:01.157631Z"
    }
   },
   "outputs": [],
   "source": [
    "vae_dims = list(range(3,11)) # number of VAE models to test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2020-01-24T16:07:07.890226Z",
     "start_time": "2020-01-24T16:07:07.885356Z"
    },
    "code_folding": []
   },
   "outputs": [],
   "source": [
    "def sampling(z_mean, z_log_var):\n",
    "    \"\"\"\n",
    "    Reparameterization trick by sampling an isotropic unit Gaussian.\n",
    "    # Arguments:\n",
    "        args (tensor): mean and log of variance of Q(z|X)\n",
    "    # Returns:\n",
    "        z (tensor): sampled latent vector\n",
    "    \"\"\"\n",
    "    batch, dim = z_mean.shape\n",
    "    # by default, random_normal has mean=0 and std=1.0\n",
    "    epsilon = np.random.normal(size=(batch, dim))\n",
    "    return z_mean + np.exp(0.5 * z_log_var) * epsilon"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Define a scoring for a given value of kernel bandwidth $l$ based on $R^2$ score."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-04-26T14:09:46.058187Z",
     "start_time": "2019-04-26T14:09:46.051833Z"
    },
    "code_folding": []
   },
   "outputs": [],
   "source": [
    "def getGPRScore_kf(z, std, labels, in_indicies, train_inds, test_inds, l):\n",
    "    latent_dim = z.shape[1]\n",
    "    initial_input = z[in_indicies[train_inds]].reshape(-1, latent_dim)\n",
    "    initial_output = labels[train_inds]\n",
    "    kernel = RBF(length_scale=l)\n",
    "    alpha_std = std[train_inds]\n",
    "    regressor = GaussianProcessRegressor(\n",
    "        kernel=kernel, alpha=alpha_std, optimizer=None)\n",
    "    regressor.kernel.set_params(length_scale=l)\n",
    "    regressor.fit(initial_input, initial_output)\n",
    "    validate = z[in_indicies[test_inds]].reshape(-1, latent_dim)\n",
    "    validate_output = labels[test_inds].reshape(-1, 1)\n",
    "    return regressor.score(validate, validate_output)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Grid search of GPR parameters\n",
    "Iterate a search over `num_samples` different realization of the latent space, the kernel bandwidth parameter `l`, and the dimension of the latent space `d` using 5-fold cross-validation (CV) $R^2$ score."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-04-26T15:58:47.900533Z",
     "start_time": "2019-04-26T14:09:47.861469Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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     ]
    }
   ],
   "source": [
    "total_mean_kf = list()\n",
    "n_mols = 96\n",
    "num_samples = 50 # num_samples+1 runs, which includes z_mean\n",
    "embeddings_kf = dict()\n",
    "for i in vae_dims:\n",
    "    vae_dim = list()\n",
    "    embeddings_kf[str(i)] = list()\n",
    "    for j in range(num_samples):\n",
    "        print(\"Start i = \", i)\n",
    "        z_mean = np.loadtxt(\"z_mean_{}.dat\".format(i))\n",
    "        z_logvar = np.loadtxt(\"z_logvar_{}.dat\".format(i))\n",
    "        if j == 0:\n",
    "            z = z_mean\n",
    "        else:\n",
    "            z = sampling(z_mean, z_logvar)\n",
    "            embeddings_kf[str(i)].append(z)\n",
    "        peptide = np.loadtxt(\"peptide_{}.dat\".format(i), dtype=\"str\")\n",
    "        in_indicies = np.array(\n",
    "            [np.where(i == peptide[:, 0])[0][0] for i in names])\n",
    "        kf = KFold(n_splits=5)\n",
    "        kf.get_n_splits(y_scaled)\n",
    "        tot = list()\n",
    "        length_scales_vae = np.geomspace(1e-3, 1e3, 100)\n",
    "        for l in length_scales_vae:\n",
    "            l_list = list()\n",
    "            for train_index, test_index in kf.split(y_scaled):\n",
    "                l_list.append(\n",
    "                    getGPRScore_kf(\n",
    "                        z,\n",
    "                        std_scaled,\n",
    "                        y_scaled,\n",
    "                        in_indicies,\n",
    "                        train_index,\n",
    "                        test_index,\n",
    "                        l=l))\n",
    "            tot.append(l_list)\n",
    "        vae_dim.append(tot)\n",
    "    vae_dim = np.asarray(vae_dim)\n",
    "    total_mean_kf.append(np.mean(vae_dim, axis=-1))\n",
    "total_mean_kf = np.asarray(total_mean_kf)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-04-26T15:58:50.405609Z",
     "start_time": "2019-04-26T15:58:48.186256Z"
    },
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 8 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(2, 4, figsize=(15, 10))\n",
    "k = 0\n",
    "for row in range(2):\n",
    "    for col in range(4):\n",
    "        [\n",
    "            ax[row, col].semilogx(length_scales_vae, mean)\n",
    "            for mean in total_mean_kf[k]\n",
    "        ]\n",
    "        ax[row, col].set_title(\"VAE-{}\".format(k + 3))\n",
    "        ax[row, col].set_xlabel(\"Length Scale Hyperparameter\")\n",
    "        ax[row, col].set_ylabel(r\"$\\Delta Edges$\\molecule\")\n",
    "        ax[row, col].set_ylim(-0.2,1.0)\n",
    "        k += 1\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Optimization\n",
    "Select the best performing latent space and optimize the 5-fold CV score w.r.t the kernel bandwidth `l` for each latent space dimension `d` using the best value from the grid search as a starting point."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-04-26T15:59:36.565869Z",
     "start_time": "2019-04-26T15:58:50.669641Z"
    },
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Optimization terminated successfully.\n",
      "         Current function value: -0.692961\n",
      "         Iterations: 18\n",
      "         Function evaluations: 36\n",
      "Optimization terminated successfully.\n",
      "         Current function value: -0.731041\n",
      "         Iterations: 21\n",
      "         Function evaluations: 42\n",
      "Optimization terminated successfully.\n",
      "         Current function value: -0.711432\n",
      "         Iterations: 20\n",
      "         Function evaluations: 41\n",
      "Optimization terminated successfully.\n",
      "         Current function value: -0.747251\n",
      "         Iterations: 20\n",
      "         Function evaluations: 40\n",
      "Optimization terminated successfully.\n",
      "         Current function value: -0.682719\n",
      "         Iterations: 21\n",
      "         Function evaluations: 42\n",
      "Optimization terminated successfully.\n",
      "         Current function value: -0.665021\n",
      "         Iterations: 21\n",
      "         Function evaluations: 43\n",
      "Optimization terminated successfully.\n",
      "         Current function value: -0.723315\n",
      "         Iterations: 21\n",
      "         Function evaluations: 42\n",
      "Optimization terminated successfully.\n",
      "         Current function value: -0.630105\n",
      "         Iterations: 20\n",
      "         Function evaluations: 41\n"
     ]
    }
   ],
   "source": [
    "optim_param_vae = list()\n",
    "optim_score_vae = list()\n",
    "for dim in vae_dims:\n",
    "    z_sample, _ = np.unravel_index(total_mean_kf[dim - vae_dims[0]][1:].argmax(),\n",
    "                                   total_mean_kf[dim - vae_dims[0]][1:].shape)\n",
    "    z = embeddings_kf[str(dim)][z_sample]\n",
    "    np.savetxt(\"z_best_d_{}.dat\".format(dim),z)\n",
    "    peptide = np.loadtxt(\"peptide_{}.dat\".format(dim), dtype=\"str\")\n",
    "    in_indicies = np.array([np.where(i == peptide[:, 0])[0][0] for i in names])\n",
    "\n",
    "    #loo = LeaveOneOut()\n",
    "    #loo.get_n_splits(y_scaled)\n",
    "    \n",
    "    kf = KFold(n_splits=5)\n",
    "    kf.get_n_splits(y_scaled)\n",
    "\n",
    "    x0 = length_scales_vae[np.argmax(total_mean_kf[dim - vae_dims[0]][1:][z_sample])]\n",
    "\n",
    "    def objFunc_vae(l):\n",
    "        val = 0.0\n",
    "        for train_index, test_index in kf.split(y_scaled):\n",
    "            val += getGPRScore_kf(\n",
    "                   z,\n",
    "                   std_scaled,\n",
    "                   y_scaled,\n",
    "                   in_indicies,\n",
    "                   train_index,\n",
    "                   test_index,\n",
    "                   l=l)\n",
    "        #return -1*val / len(y_scaled)/n_mols\n",
    "        return -1*val/kf.n_splits\n",
    "\n",
    "    res = minimize(\n",
    "        objFunc_vae,\n",
    "        x0,\n",
    "        options={\"disp\": True},\n",
    "        tol=1e-6,\n",
    "        method='Nelder-Mead')\n",
    "    optim_param_vae.append(res.x[0])\n",
    "    optim_score_vae.append(res.fun)\n",
    "optim_param_vae = np.asarray(optim_param_vae)\n",
    "optim_score_vae = np.asarray(optim_score_vae)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Given the selected kernel bandwidth `l`, select the VAE latent dimension `d` which maximizes the $R^2$ score (in this case `d=6`)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-04-26T15:59:37.061054Z",
     "start_time": "2019-04-26T15:59:36.864415Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, 'Minimum 5-fold Cross validation score \\n (higher is better)')"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10, 10))\n",
    "plt.grid(True)\n",
    "plt.rc('grid', linestyle=\"-.\", color='black')\n",
    "plt.scatter(vae_dims, -optim_score_vae, edgecolors='k', s=100)\n",
    "_ = plt.xticks(vae_dims,\n",
    "               (\"d=3\", \"d=4\", \"d=5\", \"d=6\", \"d=7\", \"d=8\", \"d=9\", \"d=10\"))\n",
    "plt.ylabel(r\"$\\Delta Edges$\\molecule\")\n",
    "plt.title(\"Minimum 5-fold Cross validation score \\n (higher is better)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Save the results to be used by the acquisition function."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-04-26T15:59:37.317535Z",
     "start_time": "2019-04-26T15:59:37.314984Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The standard deviation of the data is: 0.3467358581462581 edges/molecule\n"
     ]
    }
   ],
   "source": [
    "print(\"The standard deviation of the data is: {} edges/molecule\".format(\n",
    "    np.sqrt(scaler.var_)[0] / n_mols))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-04-26T15:59:37.571383Z",
     "start_time": "2019-04-26T15:59:37.567784Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Best param for vaes (starting with d = 3): [1.97224316 6.180658   6.00482257 7.01154955 7.24627295 7.35435316\n",
      " 7.35963106 8.05735424]\n"
     ]
    }
   ],
   "source": [
    "print(\"Best param for vaes (starting with d = 3): {}\".format(optim_param_vae))\n",
    "np.savetxt(\"optim_param_vae.dat\",optim_param_vae)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  },
  "varInspector": {
   "cols": {
    "lenName": 16,
    "lenType": 16,
    "lenVar": 40
   },
   "kernels_config": {
    "python": {
     "delete_cmd_postfix": "",
     "delete_cmd_prefix": "del ",
     "library": "var_list.py",
     "varRefreshCmd": "print(var_dic_list())"
    },
    "r": {
     "delete_cmd_postfix": ") ",
     "delete_cmd_prefix": "rm(",
     "library": "var_list.r",
     "varRefreshCmd": "cat(var_dic_list()) "
    }
   },
   "position": {
    "height": "623.85px",
    "left": "347px",
    "right": "100px",
    "top": "174px",
    "width": "800px"
   },
   "types_to_exclude": [
    "module",
    "function",
    "builtin_function_or_method",
    "instance",
    "_Feature"
   ],
   "window_display": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}