aiRtrafficNN/Code/python/notebooks/03_visualize_hyperparameters.ipynb

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   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "6fe4652f",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Model</th>\n",
       "      <th>Hidden Size</th>\n",
       "      <th>RNN Size</th>\n",
       "      <th>Step</th>\n",
       "      <th>Final Loss</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>LSTM</td>\n",
       "      <td>16</td>\n",
       "      <td>128</td>\n",
       "      <td>10</td>\n",
       "      <td>11.110472</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>LSTM</td>\n",
       "      <td>16</td>\n",
       "      <td>64</td>\n",
       "      <td>5</td>\n",
       "      <td>12.483972</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>41</th>\n",
       "      <td>LSTM</td>\n",
       "      <td>32</td>\n",
       "      <td>128</td>\n",
       "      <td>5</td>\n",
       "      <td>13.012414</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>LSTM</td>\n",
       "      <td>32</td>\n",
       "      <td>64</td>\n",
       "      <td>5</td>\n",
       "      <td>13.982024</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>64</th>\n",
       "      <td>LSTM</td>\n",
       "      <td>16</td>\n",
       "      <td>64</td>\n",
       "      <td>10</td>\n",
       "      <td>14.689398</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>GRU</td>\n",
       "      <td>16</td>\n",
       "      <td>32</td>\n",
       "      <td>1</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>GRU</td>\n",
       "      <td>16</td>\n",
       "      <td>64</td>\n",
       "      <td>1</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>GRU</td>\n",
       "      <td>32</td>\n",
       "      <td>32</td>\n",
       "      <td>1</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>GRU</td>\n",
       "      <td>32</td>\n",
       "      <td>128</td>\n",
       "      <td>1</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>GRU</td>\n",
       "      <td>64</td>\n",
       "      <td>32</td>\n",
       "      <td>1</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>108 rows × 5 columns</p>\n",
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      "text/plain": [
       "   Model  Hidden Size  RNN Size  Step  Final Loss\n",
       "65  LSTM           16       128    10   11.110472\n",
       "37  LSTM           16        64     5   12.483972\n",
       "41  LSTM           32       128     5   13.012414\n",
       "40  LSTM           32        64     5   13.982024\n",
       "64  LSTM           16        64    10   14.689398\n",
       "..   ...          ...       ...   ...         ...\n",
       "18   GRU           16        32     1         NaN\n",
       "19   GRU           16        64     1         NaN\n",
       "21   GRU           32        32     1         NaN\n",
       "23   GRU           32       128     1         NaN\n",
       "24   GRU           64        32     1         NaN\n",
       "\n",
       "[108 rows x 5 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = pd.read_csv(\"../hyperparameter_scan_results.csv\")\n",
    "df.sort_values(\"Final Loss\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "2fe2d178",
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",
      "text/plain": [
       "<Figure size 1000x1000 with 17 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib.colors import Normalize, LogNorm\n",
    "\n",
    "fig, axs = plt.subplots(4, 4, figsize=(10, 10), constrained_layout=True)\n",
    "hyperparameters = [\"Model\", \"Hidden Size\", \"RNN Size\", \"Step\"]\n",
    "score_column = \"Final Loss\" # Validation Loss\n",
    "\n",
    "cmap = plt.get_cmap('viridis')\n",
    "cnorm = LogNorm(vmin=df[score_column].min(), vmax=300)\n",
    "\n",
    "for i, hp1 in enumerate(hyperparameters):\n",
    "    for j, hp2 in enumerate(hyperparameters):\n",
    "        if i != j:\n",
    "            values = df.pivot_table(index=hp1, columns=hp2, values=score_column, aggfunc='min')\n",
    "            im = axs[i, j].imshow(values, aspect='auto', origin='lower', cmap=cmap, norm=cnorm)\n",
    "            axs[i, j].set_xlabel(hp2)\n",
    "            axs[i, j].set_ylabel(hp1)\n",
    "            axs[i, j].set_xticks(np.arange(len(values.columns)))\n",
    "            axs[i, j].set_xticklabels(values.columns.astype(str), rotation=45)\n",
    "            axs[i, j].set_yticks(np.arange(len(values.index)))\n",
    "            axs[i, j].set_yticklabels(values.index.astype(str))\n",
    "            #axs[i, j].set_title(f'{hp1} vs {hp2}')\n",
    "        else:\n",
    "            values = df.groupby(hp1)[score_column].min()\n",
    "            max_values = df.groupby(hp1)[score_column].max()\n",
    "            axs[i, j].bar(values.index.astype(str), values.values)\n",
    "            #axs[i, j].plot(max_values.index.astype(str), max_values.values, ls='--')\n",
    "            #axs[i, j].set_yscale('log')\n",
    "            axs[i, j].set_xlabel(hp1)\n",
    "            axs[i, j].set_ylabel(score_column)\n",
    "            #axs[i, j].set_title(f'{hp1}')\n",
    "            axs[i, j].tick_params(axis='x', rotation=45)\n",
    "\n",
    "\n",
    "#fig.subplots_adjust(right=0.88)   # tighten/loosen as needed\n",
    "cbar = fig.colorbar(im, ax=axs, orientation='vertical', fraction=0.02, pad=0.04)\n",
    "cbar.set_label(score_column)\n",
    "#fig.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "495393a7",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "adsbpy",
   "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": "3.13.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}