{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c9d513c0",
   "metadata": {},
   "outputs": [],
   "source": [
    "def datagenerate(df):\n",
    "    train_result={}\n",
    "    test_result={}\n",
    "    for k in range(df.shape[0]):\n",
    "        train_result[df.index[k]]={}\n",
    "        test_result[df.index[k]]={}\n",
    "        for l in range(1,df.shape[1]):\n",
    "            r=[]\n",
    "            for i in df.iloc[k,l].strip('][,').split(','):\n",
    "                r.append(float(''.join(i.split())))\n",
    "            train_result[df.index[k]][df.columns[l]]=r[0]\n",
    "            test_result[df.index[k]][df.columns[l]]=r[1]\n",
    "    train_result=pd.DataFrame(train_result,columns=df.index)\n",
    "    test_result=pd.DataFrame(test_result,columns=df.index)\n",
    "    return train_result,test_result"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "21713def",
   "metadata": {},
   "outputs": [],
   "source": [
    "def accuracy_loss_plot_imdb(learning_rate,setup):\n",
    "    if setup==0:\n",
    "        df=pd.read_pickle('/home/vivek.trivedi/accuracy_loss_list_RNN.pkl')\n",
    "    elif setup==1:\n",
    "        df=pd.read_pickle('/home/vivek.trivedi/accuracy_loss_list_gru.pkl')\n",
    "    elif setup==2:\n",
    "        df=pd.read_pickle('/home/vivek.trivedi/accuracy_loss_list_lstm.pkl')\n",
    "    if learning_rate not in df.keys():\n",
    "        return 'not found'\n",
    "    fig, axs = plt.subplots(1,2, figsize=(20,10))\n",
    "    vi=np.array(list(df[learning_rate].values()))\n",
    "    axs[0].plot(range(len(list(df[learning_rate].keys()))),vi[:,0,0,0],marker='o',label='train')\n",
    "    axs[0].plot(range(len(list(df[learning_rate].keys()))),vi[:,0,1,0],marker='o',label='test')\n",
    "    axs[1].plot(range(len(list(df[learning_rate].keys()))),vi[:,0,0,1],marker='o',label='train')\n",
    "    axs[1].plot(range(len(list(df[learning_rate].keys()))),vi[:,0,1,1],marker='o',label='test')\n",
    "    axs[0].set(xlabel='hidden size',ylabel='accuracy',xticks=range(len(list(df[learning_rate].keys()))),xticklabels=[64*i for i in range(1,6)])\n",
    "    axs[1].set(xlabel='hidden size',ylabel='loss',xticks=range(len(list(df[learning_rate].keys()))),xticklabels=[64*i for i in range(1,6)])\n",
    "    for ax in axs:\n",
    "        ax.tick_params(axis='x', rotation=90)\n",
    "    for i,j in zip(range(len(range(len(list(df[learning_rate].keys()))))),range(len(vi[:,0,0,0]))):\n",
    "        axs[0].annotate(str(round(vi[:,0,0,0][j],3)),(i,vi[:,0,0,0][j]))\n",
    "    for i,j in zip(range(len(range(len(list(df[learning_rate].keys()))))),range(len(vi[:,0,1,0]))):\n",
    "        axs[0].annotate(str(round(vi[:,0,1,0][j],3)),(i,vi[:,0,1,0][j]))\n",
    "    for i,j in zip(range(len(range(len(list(df[learning_rate].keys()))))),range(len(vi[:,0,0,1]))):\n",
    "        axs[1].annotate(str(round(vi[:,0,0,1][j],3)),(i,vi[:,0,0,1][j]))\n",
    "    for i,j in zip(range(len(range(len(list(df[learning_rate].keys()))))),range(len(vi[:,0,1,1]))):\n",
    "        axs[1].annotate(str(round(vi[:,0,1,1][j],3)),(i,vi[:,0,1,1][j]))\n",
    "    plt.legend()\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a9078d8f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Defaulting to user installation because normal site-packages is not writeable\n",
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      "Requirement already satisfied: cffi>=1.0.1 in /opt/anaconda3/lib/python3.9/site-packages (from argon2-cffi-bindings->argon2-cffi->notebook>=4.4.1->widgetsnbextension~=3.5.0->ipywidgets) (1.15.1)\n",
      "Requirement already satisfied: soupsieve>1.2 in /opt/anaconda3/lib/python3.9/site-packages (from beautifulsoup4->nbconvert>=5->notebook>=4.4.1->widgetsnbextension~=3.5.0->ipywidgets) (2.3.1)\n",
      "Requirement already satisfied: webencodings in /opt/anaconda3/lib/python3.9/site-packages (from bleach->nbconvert>=5->notebook>=4.4.1->widgetsnbextension~=3.5.0->ipywidgets) (0.5.1)\n",
      "Requirement already satisfied: pycparser in /opt/anaconda3/lib/python3.9/site-packages (from cffi>=1.0.1->argon2-cffi-bindings->argon2-cffi->notebook>=4.4.1->widgetsnbextension~=3.5.0->ipywidgets) (2.21)\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "!pip install ipywidgets\n",
    "from ipywidgets import interact, widgets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "b70b2ef8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5da7f459b03f4722b77ce88cbae92c06",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(Dropdown(description='learning_rate', options=(1e-05, 0.0001, 0.001, 0.01, 0.1, 1, 10, 1…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<function __main__.accuracy_loss_plot_imdb(learning_rate, setup)>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "learning_rate_dict=[1e-5,1e-4,1e-3,1e-2,0.1,1,10,100,1000]\n",
    "setup_dict={'RNN':0,'GRU':1,'LSTM':2}\n",
    "interact(accuracy_loss_plot_imdb, learning_rate=widgets.Dropdown(options=learning_rate_dict),setup=widgets.Dropdown(options=setup_dict))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "835a0909",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.9.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}