visuals.ipynb

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   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import pickle\n",
    "\n",
    "import gym \n",
    "import numpy as np\n",
    "\n",
    "import ray\n",
    "import seaborn as sns\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import random\n",
    "\n",
    "import plotly.express as px\n",
    "import plotly.figure_factory as ff\n",
    "import plotly.graph_objects as go\n",
    "\n",
    "from sklearn.decomposition import PCA\n",
    "\n",
    "sns.set(rc={'figure.figsize':(7,7)})\n",
    "sns.set(font_scale=1.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
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       "      <th></th>\n",
       "      <th>Environment</th>\n",
       "      <th>Fitness</th>\n",
       "      <th>SBT-ATEP</th>\n",
       "      <th>FBT-ATEP</th>\n",
       "      <th>EPOET40x40</th>\n",
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       "      <th>0</th>\n",
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      "text/plain": [
       "   Environment     Fitness  SBT-ATEP  FBT-ATEP  EPOET40x40\n",
       "0            1   Above 300         1         1           1\n",
       "1            1  200 to 300         1         2           1\n",
       "2            1   Below 200        78        77          78\n",
       "3            2   Above 300         1         1           1\n",
       "4            2  200 to 300         0         1           1"
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     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "df_gen = pd.read_csv(r'dataframes\\generalisation_on_itself.csv')\n",
    "df_gen = df_gen.drop(['index'],axis=1)\n",
    "df_gen.head()"
   ]
  },
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          },
          "scene": {
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            "gridwidth": 2,
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            "ticks": ""
           },
           "bgcolor": "#E5ECF6",
           "caxis": {
            "gridcolor": "white",
            "linecolor": "white",
            "ticks": ""
           }
          },
          "title": {
           "x": 0.05
          },
          "xaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
           },
           "zerolinecolor": "white",
           "zerolinewidth": 2
          },
          "yaxis": {
           "automargin": true,
           "gridcolor": "white",
           "linecolor": "white",
           "ticks": "",
           "title": {
            "standoff": 15
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           "zerolinewidth": 2
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        },
        "title": {
         "font": {
          "family": "Arial"
         }
        },
        "width": 700,
        "xaxis": {
         "anchor": "y",
         "domain": [
          0,
          1
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         "title": {
          "text": "Agents"
         }
        },
        "yaxis": {
         "anchor": "x",
         "domain": [
          0,
          1
         ],
         "title": {
          "text": "Environments"
         }
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from turtle import title\n",
    "\n",
    "\n",
    "fig = px.bar(data_frame=df_gen,x='Environment',y=['EPOET40x40'],color='Fitness',width=700,height=400)\n",
    "fig.update_layout(\n",
    "    \n",
    "    \n",
    "    xaxis=dict(title_text=\"Agents\"),\n",
    "    yaxis=dict(title_text=\"Environments\"),\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    \n",
    ")\n",
    ")\n",
    "fig.show()\n",
    "fig.write_image(r\"figures\\gen_bars_ep40.pdf\")\n",
    "\n",
    "fig = px.bar(data_frame=df_gen,x='Environment',y=['SBT-ATEP'],color='Fitness',width=700,height=400)\n",
    "fig.update_layout(\n",
    "    \n",
    "    \n",
    "    xaxis=dict(title_text=\"Agents\"),\n",
    "    yaxis=dict(title_text=\"Environments\"),\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    \n",
    ")\n",
    ")\n",
    "fig.show()\n",
    "fig.write_image(r\"figures\\gen_bars_sbt.pdf\")\n",
    "\n",
    "fig = px.bar(data_frame=df_gen,x='Environment',y=['FBT-ATEP'],color='Fitness',width=700,height=400)\n",
    "fig.update_layout(\n",
    "    \n",
    "    xaxis=dict(title_text=\"Agents\"),\n",
    "    yaxis=dict(title_text=\"Environments\"),\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    \n",
    ")\n",
    ")\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    )\n",
    ")\n",
    "fig.show()\n",
    "fig.write_image(r\"figures\\gen_bars_fbt.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "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>Action_1</th>\n",
       "      <th>Action_2</th>\n",
       "      <th>Action_3</th>\n",
       "      <th>Action_4</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.152654</td>\n",
       "      <td>-0.121003</td>\n",
       "      <td>0.442701</td>\n",
       "      <td>0.337897</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>-0.690806</td>\n",
       "      <td>-0.004038</td>\n",
       "      <td>0.119801</td>\n",
       "      <td>-0.225182</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>-0.572210</td>\n",
       "      <td>-0.254745</td>\n",
       "      <td>-0.061058</td>\n",
       "      <td>-0.425103</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>-0.430320</td>\n",
       "      <td>-0.019879</td>\n",
       "      <td>0.174774</td>\n",
       "      <td>-0.437426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.035180</td>\n",
       "      <td>-0.050685</td>\n",
       "      <td>0.045088</td>\n",
       "      <td>-0.175254</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Action_1  Action_2  Action_3  Action_4\n",
       "0  0.152654 -0.121003  0.442701  0.337897\n",
       "1 -0.690806 -0.004038  0.119801 -0.225182\n",
       "2 -0.572210 -0.254745 -0.061058 -0.425103\n",
       "3 -0.430320 -0.019879  0.174774 -0.437426\n",
       "4  0.035180 -0.050685  0.045088 -0.175254"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "def min_max_scaling(series):\n",
    "    return (series - series.min()) / (series.max() - series.min())\n",
    "\n",
    "ds = pd.read_csv(r\"dataframes\\df_specie_actions.csv\",index_col=0)\n",
    "dft = pd.read_csv(r\"dataframes\\df_fitness_actions.csv\",index_col=0)\n",
    "de = pd.read_csv(r\"dataframes\\df_ep40_actions.csv\",index_col=0)\n",
    "\n",
    "ds.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [],
   "source": [
    "for col in ds.columns:\n",
    "    ds[col] = min_max_scaling(ds[col])\n",
    "\n",
    "for col in dft.columns:\n",
    "    dft[col] = min_max_scaling(dft[col])\n",
    "\n",
    "for col in ds.columns:\n",
    "    de[col] = min_max_scaling(de[col])\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 504x504 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 504x504 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "sns.histplot(ds['Action_1'],stat = 'probability',multiple='dodge',element='poly', bins=20)\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\sbt_act1.pdf\")\n",
    "\n",
    "sns.histplot(ds['Action_2'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='red')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\sbt_act2.pdf\")\n",
    "\n",
    "\n",
    "sns.histplot(ds['Action_3'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='green')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\sbt_act3.pdf\")\n",
    "\n",
    "\n",
    "sns.histplot(ds['Action_4'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='orange')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\sbt_act4.pdf\")\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "sns.histplot(dft['Action_1'],stat = 'probability',multiple='dodge',element='poly', bins=20)\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\fbt_act1.pdf\")\n",
    "\n",
    "sns.histplot(dft['Action_2'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='red')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\fbt_act2.pdf\")\n",
    "\n",
    "sns.histplot(dft['Action_3'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='green')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\fbt_act3.pdf\")\n",
    "\n",
    "sns.histplot(dft['Action_4'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='orange')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\fbt_act4.pdf\")\n",
    "\n",
    "\n",
    "sns.histplot(de['Action_1'],stat = 'probability',multiple='dodge',element='poly', bins=20)\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\ep40_act1.pdf\")\n",
    "\n",
    "sns.histplot(de['Action_2'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='red')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\ep40_act2.pdf\")\n",
    "\n",
    "\n",
    "sns.histplot(de['Action_3'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='green')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\ep40_act3.pdf\")\n",
    "\n",
    "sns.histplot(de['Action_4'],stat = 'probability',multiple='dodge',element='poly', bins=20,color='orange')\n",
    "plt.show()\n",
    "plt.savefig(r\"figures\\ep40_act4.pdf\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [
    {
     "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>Iteration</th>\n",
       "      <th>Fitness</th>\n",
       "      <th>Nodes</th>\n",
       "      <th>ANNECS</th>\n",
       "      <th>Algorithm</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>150</td>\n",
       "      <td>251.410926</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1000</td>\n",
       "      <td>312.618108</td>\n",
       "      <td>38</td>\n",
       "      <td>0</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2000</td>\n",
       "      <td>295.792597</td>\n",
       "      <td>58</td>\n",
       "      <td>0</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>3000</td>\n",
       "      <td>320.578624</td>\n",
       "      <td>72</td>\n",
       "      <td>0</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>4000</td>\n",
       "      <td>299.469099</td>\n",
       "      <td>88</td>\n",
       "      <td>5</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>99</th>\n",
       "      <td>21000</td>\n",
       "      <td>298.330300</td>\n",
       "      <td>40</td>\n",
       "      <td>58</td>\n",
       "      <td>EPOET20x20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>22000</td>\n",
       "      <td>302.456300</td>\n",
       "      <td>40</td>\n",
       "      <td>61</td>\n",
       "      <td>EPOET20x20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>101</th>\n",
       "      <td>23000</td>\n",
       "      <td>303.213300</td>\n",
       "      <td>40</td>\n",
       "      <td>65</td>\n",
       "      <td>EPOET20x20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>24000</td>\n",
       "      <td>301.602400</td>\n",
       "      <td>40</td>\n",
       "      <td>67</td>\n",
       "      <td>EPOET20x20</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103</th>\n",
       "      <td>25000</td>\n",
       "      <td>300.300100</td>\n",
       "      <td>40</td>\n",
       "      <td>70</td>\n",
       "      <td>EPOET20x20</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>104 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     Iteration     Fitness  Nodes  ANNECS   Algorithm\n",
       "0          150  251.410926      3       0    FBT-ATEP\n",
       "1         1000  312.618108     38       0    FBT-ATEP\n",
       "2         2000  295.792597     58       0    FBT-ATEP\n",
       "3         3000  320.578624     72       0    FBT-ATEP\n",
       "4         4000  299.469099     88       5    FBT-ATEP\n",
       "..         ...         ...    ...     ...         ...\n",
       "99       21000  298.330300     40      58  EPOET20x20\n",
       "100      22000  302.456300     40      61  EPOET20x20\n",
       "101      23000  303.213300     40      65  EPOET20x20\n",
       "102      24000  301.602400     40      67  EPOET20x20\n",
       "103      25000  300.300100     40      70  EPOET20x20\n",
       "\n",
       "[104 rows x 5 columns]"
      ]
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "\n",
    "df_fn_final = pd.read_csv(r'dataframes/df_fn_all.csv')\n",
    "\n",
    "df_fn_final"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 7.2x21.6 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x720 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (0.1,0.3))\n",
    "g = sns.JointGrid(data=df_fn_final,x='Nodes',y='Fitness', hue='Algorithm',height=10)\n",
    "g.plot_joint(sns.scatterplot)\n",
    "g.plot_marginals(sns.histplot, element='step',stat = 'density',multiple='dodge')\n",
    "plt.savefig(r\"figures/fitnessNodesJoint.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "hovertemplate": "Algorithm=FBT-ATEP<br>Iteration=%{x}<br>Fitness=%{y}<extra></extra>",
         "legendgroup": "FBT-ATEP",
         "line": {
          "color": "#636efa",
          "dash": "solid"
         },
         "marker": {
          "symbol": "circle"
         },
         "mode": "lines",
         "name": "FBT-ATEP",
         "orientation": "v",
         "showlegend": true,
         "type": "scatter",
         "x": [
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         "xaxis": "x",
         "y": [
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         "yaxis": "y"
        },
        {
         "hovertemplate": "Algorithm=SBT-ATEP<br>Iteration=%{x}<br>Fitness=%{y}<extra></extra>",
         "legendgroup": "SBT-ATEP",
         "line": {
          "color": "#EF553B",
          "dash": "solid"
         },
         "marker": {
          "symbol": "circle"
         },
         "mode": "lines",
         "name": "SBT-ATEP",
         "orientation": "v",
         "showlegend": true,
         "type": "scatter",
         "x": [
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         "xaxis": "x",
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         "yaxis": "y"
        },
        {
         "hovertemplate": "Algorithm=EPOET40x40<br>Iteration=%{x}<br>Fitness=%{y}<extra></extra>",
         "legendgroup": "EPOET40x40",
         "line": {
          "color": "#00cc96",
          "dash": "solid"
         },
         "marker": {
          "symbol": "circle"
         },
         "mode": "lines",
         "name": "EPOET40x40",
         "orientation": "v",
         "showlegend": true,
         "type": "scatter",
         "x": [
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         "xaxis": "x",
         "y": [
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         "yaxis": "y"
        },
        {
         "hovertemplate": "Algorithm=EPOET20x20<br>Iteration=%{x}<br>Fitness=%{y}<extra></extra>",
         "legendgroup": "EPOET20x20",
         "line": {
          "color": "#ab63fa",
          "dash": "solid"
         },
         "marker": {
          "symbol": "circle"
         },
         "mode": "lines",
         "name": "EPOET20x20",
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    "fig = px.line(df_fn_final,x='Iteration',y='Fitness',color='Algorithm',width=700, height=400)\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
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    ")\n",
    "\n",
    "fig.show()\n",
    "fig.write_image(r\"figures/FitnessToIters.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [],
   "source": [
    "fig = px.line(df_fn_final,x='Iteration',y='Nodes',color='Algorithm',width=800, height=400)\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    )\n",
    ")\n",
    "# fig.update_layout(showlegend=False)\n",
    "\n",
    "# fig.show()\n",
    "fig.write_image(r\"figures/NodesToIters.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_fn_final['FNR'] = df_fn_final['Fitness'] / df_fn_final['Nodes']\n",
    "fig = px.line(df_fn_final,x='Iteration',y='FNR',color='Algorithm',width=700, height=400)\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    )\n",
    ")\n",
    "fig.update_layout(showlegend=False)\n",
    "# fig.show()\n",
    "fig.write_image(r\"figures/FitnessNodesRatioToIters_V2.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_fn_final['ANR'] = df_fn_final['ANNECS'] / df_fn_final['Nodes']\n",
    "fig = px.line(df_fn_final,x='Iteration',y='ANR',color='Algorithm',width=700, height=400)\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    )\n",
    ")\n",
    "fig.update_layout(showlegend=False)\n",
    "# fig.show()\n",
    "fig.write_image(r\"figures/AnnecsNodesRatioToIters_V2.pdf\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_fn_final['AFNR'] = ((0.7*df_fn_final['ANNECS']) + (df_fn_final['Fitness']*0.3))/ df_fn_final['Nodes']\n",
    "fig = px.line(df_fn_final,x='Iteration',y='AFNR',color='Algorithm',width=700, height=400)\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    )\n",
    ")\n",
    "# fig.show()\n",
    "fig.write_image(r\"figures/AFNR.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [
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   ],
   "source": [
    "df_fe = pd.DataFrame(data={\n",
    "    \"Models\":[\"FBT-ATEP\",\"SBT-ATEP\",\"E-POET40x40\",\"E-POET20x20\"],\n",
    "    \"log10(Function Evaluations)\":np.log10([13724606625,17901986415,58312500,39122514])\n",
    "    # \"Function Evaluations\":([13724606625,17901986415,58312500,39122514])\n",
    "    })\n",
    "\n",
    "\n",
    "\n",
    "fig = px.bar(data_frame=df_fe,x='Models',y='log10(Function Evaluations)',width=700, height=400, log_y=0)\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    title_font_family=\"Arial\",\n",
    "    font=dict(\n",
    "        size=15,\n",
    "        \n",
    "    )\n",
    ")\n",
    "fig.show()\n",
    "fig.write_image(r\"figures/FuncEvals.pdf\")\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Algorithm</th>\n",
       "      <th>Fitness</th>\n",
       "      <th>Max</th>\n",
       "      <th>Environments</th>\n",
       "    </tr>\n",
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       "  <tbody>\n",
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       "      <td>SBT</td>\n",
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       "      <td>60.00</td>\n",
       "      <td>30.00</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>SBT</td>\n",
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       "    <tr>\n",
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       "      <td>SBT</td>\n",
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       "      <td>10.00</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>FBT</td>\n",
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       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>FBT</td>\n",
       "      <td>Below 200</td>\n",
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       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>EPOET40x40</td>\n",
       "      <td>Above 300</td>\n",
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       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>EPOET40x40</td>\n",
       "      <td>200-300</td>\n",
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       "      <td>43.33</td>\n",
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       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>EPOET40x40</td>\n",
       "      <td>Below 200</td>\n",
       "      <td>10.00</td>\n",
       "      <td>23.34</td>\n",
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       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>EPOET20x20</td>\n",
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       "    <tr>\n",
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       "      <td>EPOET20x20</td>\n",
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       "    <tr>\n",
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       "      <td>EPOET20x20</td>\n",
       "      <td>Below 200</td>\n",
       "      <td>18.33</td>\n",
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      "text/plain": [
       "     Algorithm    Fitness    Max  Environments\n",
       "0          SBT  Above 300  60.00         30.00\n",
       "1          SBT    200-300  40.00         60.00\n",
       "2          SBT  Below 200   0.00         10.00\n",
       "3          FBT  Above 300  60.00         30.00\n",
       "4          FBT    200-300  35.00         50.00\n",
       "5          FBT  Below 200   5.00         20.00\n",
       "6   EPOET40x40  Above 300  61.67         33.33\n",
       "7   EPOET40x40    200-300  28.33         43.33\n",
       "8   EPOET40x40  Below 200  10.00         23.34\n",
       "9   EPOET20x20  Above 300  31.67         20.34\n",
       "10  EPOET20x20    200-300  50.00         36.33\n",
       "11  EPOET20x20  Below 200  18.33         43.33"
      ]
     },
     "execution_count": 54,
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   "source": [
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           "ticks": "",
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           "zerolinewidth": 2
          },
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     },
     "metadata": {},
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   ],
   "source": [
    "fig.show()\n",
    "fig = px.bar(data_frame=df_solved,x='Algorithm',y='Environments',color='Fitness',width=700, height=400)\n",
    "fig.update_layout(\n",
    "    font_family=\"Arial\",\n",
    "    #font_color=\"blue\",\n",
    "    title_font_family=\"Arial\",\n",
    "    #title_font_color=\"red\",\n",
    "    #legend_title_font_color=\"green\"\n",
    "    font=dict(\n",
    "        \n",
    "        size=15,\n",
    "        \n",
    "    )\n",
    ")\n",
    "fig.show()\n",
    "fig.write_image(r\"figures\\solvedMean.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    }\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>Iterations</th>\n",
       "      <th>Seed 1</th>\n",
       "      <th>Seed 2</th>\n",
       "      <th>Algorithm</th>\n",
       "      <th>ANNECS</th>\n",
       "      <th>std</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>3000</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>3500</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4000</td>\n",
       "      <td>5</td>\n",
       "      <td>6</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "      <td>5.5</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4500</td>\n",
       "      <td>7</td>\n",
       "      <td>8</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "      <td>7.5</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5000</td>\n",
       "      <td>11</td>\n",
       "      <td>11</td>\n",
       "      <td>FBT-ATEP</td>\n",
       "      <td>11.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>171</th>\n",
       "      <td>9500</td>\n",
       "      <td>6</td>\n",
       "      <td>5</td>\n",
       "      <td>NT-ATEP</td>\n",
       "      <td>5.5</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>172</th>\n",
       "      <td>10000</td>\n",
       "      <td>8</td>\n",
       "      <td>6</td>\n",
       "      <td>NT-ATEP</td>\n",
       "      <td>7.0</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>173</th>\n",
       "      <td>11500</td>\n",
       "      <td>8</td>\n",
       "      <td>8</td>\n",
       "      <td>NT-ATEP</td>\n",
       "      <td>8.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>174</th>\n",
       "      <td>12000</td>\n",
       "      <td>9</td>\n",
       "      <td>9</td>\n",
       "      <td>NT-ATEP</td>\n",
       "      <td>9.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>175</th>\n",
       "      <td>12500</td>\n",
       "      <td>10</td>\n",
       "      <td>9</td>\n",
       "      <td>NT-ATEP</td>\n",
       "      <td>9.5</td>\n",
       "      <td>0.5</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>176 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     Iterations  Seed 1  Seed 2 Algorithm  ANNECS  std\n",
       "0          3000       0       0  FBT-ATEP     0.0  0.0\n",
       "1          3500       3       3  FBT-ATEP     3.0  0.0\n",
       "2          4000       5       6  FBT-ATEP     5.5  0.5\n",
       "3          4500       7       8  FBT-ATEP     7.5  0.5\n",
       "4          5000      11      11  FBT-ATEP    11.0  0.0\n",
       "..          ...     ...     ...       ...     ...  ...\n",
       "171        9500       6       5   NT-ATEP     5.5  0.5\n",
       "172       10000       8       6   NT-ATEP     7.0  1.0\n",
       "173       11500       8       8   NT-ATEP     8.0  0.0\n",
       "174       12000       9       9   NT-ATEP     9.0  0.0\n",
       "175       12500      10       9   NT-ATEP     9.5  0.5\n",
       "\n",
       "[176 rows x 6 columns]"
      ]
     },
     "execution_count": 56,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_annecs = pd.read_csv(r'dataframes/ANNECS_2_seeds.csv')\n",
    "df_annecs['ANNECS'] = np.mean(df_annecs[['Seed 1','Seed 2']].to_numpy(),axis=1)\n",
    "df_annecs['std'] = np.std(df_annecs[['Seed 1','Seed 2']].to_numpy(),axis=1)\n",
    "df_annecs\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [],
   "source": [
    "fig = px.line(\n",
    "        data_frame = df_annecs,\n",
    "        x = 'Iterations',\n",
    "        y = 'ANNECS',\n",
    "        error_y = 'std',\n",
    "        color = 'Algorithm',\n",
    "        \n",
    "        markers = '.',\n",
    "        width=1200,\n",
    "        height=500,\n",
    "    )\n",
    "fig.update_layout(\n",
    "    font_size=24,\n",
    ")\n",
    "# fig.show()\n",
    "fig.write_image(r\"figures/annecs.pdf\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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