Mod5Notebook.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Mod 5 Project: \n",
    "## Classifying whether or not a Floodlight Open Participant has multiple sclerosis"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Fisrt, let's import necessary packages and read in our cleaned dataframe."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "import numpy as np\n",
    "import folium\n",
    "from folium.plugins import HeatMap\n",
    "from sklearn.model_selection import train_test_split\n",
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "import plotly.express as px\n",
    "from sklearn.linear_model import LogisticRegression\n",
    "from sklearn.metrics import accuracy_score, confusion_matrix, classification_report\n",
    "from sklearn.tree import DecisionTreeClassifier\n",
    "from sklearn.ensemble import BaggingClassifier, RandomForestClassifier\n",
    "from sklearn.model_selection import GridSearchCV\n",
    "import plotly.graph_objects as go"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 332,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "maindf = pd.read_csv('maindf.csv')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As you can see below, we have our diagnosis classification as well as a variety of tests from the Floodlight Open data, gender, country of residence, age and BMI."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 367,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array([ 0.5,  1.5,  2.5,  3.5,  4.5,  5.5,  6.5,  7.5,  8.5,  9.5, 10.5,\n",
       "        11.5, 12.5, 13.5, 14.5, 15.5, 16.5, 17.5, 18.5, 19.5, 20.5, 21.5,\n",
       "        22.5, 23.5, 24.5, 25.5, 26.5, 27.5, 28.5, 29.5, 30.5, 31.5, 32.5,\n",
       "        33.5, 34.5, 35.5, 36.5, 37.5]), <a list of 38 Text yticklabel objects>)"
      ]
     },
     "execution_count": 367,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1440x1440 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize = (20, 20))\n",
    "sns.heatmap(maindf.iloc[:, 2:40].corr(), cmap = 'Blues')\n",
    "plt.xticks(fontsize=15)\n",
    "plt.yticks(fontsize=15)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Our baseline model is very close to 50% accuracy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 335,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
        {
         "alignmentgroup": "True",
         "bingroup": "x",
         "hoverlabel": {
          "namelength": 0
         },
         "hovertemplate": "sex=male<br>Diagnosis=%{x}<br>count=%{y}",
         "legendgroup": "sex=male",
         "marker": {
          "color": "#636efa"
         },
         "name": "sex=male",
         "offsetgroup": "sex=male",
         "orientation": "v",
         "showlegend": true,
         "type": "histogram",
         "x": [
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   ],
   "source": [
    "hist = px.histogram(maindf, x='diagnosis', title = 'Number of Participants with or without MS', \n",
    "                  labels = {'diagnosis': 'Diagnosis'}, color = 'sex')\n",
    "hist.show()\n"
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[[0.0, \"#0d0887\"], [0.1111111111111111, \"#46039f\"], [0.2222222222222222, \"#7201a8\"], [0.3333333333333333, \"#9c179e\"], [0.4444444444444444, \"#bd3786\"], [0.5555555555555556, \"#d8576b\"], [0.6666666666666666, \"#ed7953\"], [0.7777777777777778, \"#fb9f3a\"], [0.8888888888888888, \"#fdca26\"], [1.0, \"#f0f921\"]]}, \"colorway\": [\"#636efa\", \"#EF553B\", \"#00cc96\", \"#ab63fa\", \"#FFA15A\", \"#19d3f3\", \"#FF6692\", \"#B6E880\", \"#FF97FF\", \"#FECB52\"], \"font\": {\"color\": \"#2a3f5f\"}, \"geo\": {\"bgcolor\": \"white\", \"lakecolor\": \"white\", \"landcolor\": \"#E5ECF6\", \"showlakes\": true, \"showland\": true, \"subunitcolor\": \"white\"}, \"hoverlabel\": {\"align\": \"left\"}, \"hovermode\": \"closest\", \"mapbox\": {\"style\": \"light\"}, \"paper_bgcolor\": \"white\", \"plot_bgcolor\": \"#E5ECF6\", \"polar\": {\"angularaxis\": {\"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\"}, \"bgcolor\": \"#E5ECF6\", \"radialaxis\": {\"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\"}}, \"scene\": {\"xaxis\": {\"backgroundcolor\": \"#E5ECF6\", \"gridcolor\": \"white\", \"gridwidth\": 2, \"linecolor\": \"white\", \"showbackground\": true, \"ticks\": \"\", \"zerolinecolor\": \"white\"}, \"yaxis\": {\"backgroundcolor\": \"#E5ECF6\", \"gridcolor\": \"white\", \"gridwidth\": 2, \"linecolor\": \"white\", \"showbackground\": true, \"ticks\": \"\", \"zerolinecolor\": \"white\"}, \"zaxis\": {\"backgroundcolor\": \"#E5ECF6\", \"gridcolor\": \"white\", \"gridwidth\": 2, \"linecolor\": \"white\", \"showbackground\": true, \"ticks\": \"\", \"zerolinecolor\": \"white\"}}, \"shapedefaults\": {\"line\": {\"color\": \"#2a3f5f\"}}, \"ternary\": {\"aaxis\": {\"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\"}, \"baxis\": {\"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\"}, \"bgcolor\": \"#E5ECF6\", \"caxis\": {\"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\"}}, \"title\": {\"x\": 0.05}, \"xaxis\": {\"automargin\": true, \"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\", \"zerolinecolor\": \"white\", \"zerolinewidth\": 2}, \"yaxis\": {\"automargin\": true, \"gridcolor\": \"white\", \"linecolor\": \"white\", \"ticks\": \"\", \"zerolinecolor\": \"white\", \"zerolinewidth\": 2}}}, \"title\": {\"text\": \"Number of Male and Female Participants\"}, \"xaxis\": {\"anchor\": \"y\", \"categoryarray\": [\"male\", \"female\"], \"categoryorder\": \"array\", \"domain\": [0.0, 0.98], \"title\": {\"text\": \"Sex\"}}, \"yaxis\": {\"anchor\": \"x\", \"domain\": [0.0, 1.0], \"title\": {\"text\": \"count\"}}},\n",
       "                        {\"responsive\": true}\n",
       "                    ).then(function(){\n",
       "                            \n",
       "var gd = document.getElementById('e12da85e-a17d-42de-bb9e-038a33b159c2');\n",
       "var x = new MutationObserver(function (mutations, observer) {{\n",
       "        var display = window.getComputedStyle(gd).display;\n",
       "        if (!display || display === 'none') {{\n",
       "            console.log([gd, 'removed!']);\n",
       "            Plotly.purge(gd);\n",
       "            observer.disconnect();\n",
       "        }}\n",
       "}});\n",
       "\n",
       "// Listen for the removal of the full notebook cells\n",
       "var notebookContainer = gd.closest('#notebook-container');\n",
       "if (notebookContainer) {{\n",
       "    x.observe(notebookContainer, {childList: true});\n",
       "}}\n",
       "\n",
       "// Listen for the clearing of the current output cell\n",
       "var outputEl = gd.closest('.output');\n",
       "if (outputEl) {{\n",
       "    x.observe(outputEl, {childList: true});\n",
       "}}\n",
       "\n",
       "                        })\n",
       "                };\n",
       "                });\n",
       "            </script>\n",
       "        </div>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "gen = px.histogram(maindf, x='sex', title = 'Number of Male and Female Participants',\n",
    "                  labels = {'sex': 'Sex'}, color='sex')\n",
    "gen.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 256,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# country = px.histogram(maindf, x='country', title = 'Number of Participants from Each Country', \n",
    "#                   labels = {'country': 'Country'})\n",
    "# country.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 253,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "formap = [['USA', '605', 37.09, -95.71], \n",
    "          ['Canada', 115, 56.13, -106.35], \n",
    "          ['Italy', 89, 41.87, 12.56], \n",
    "          ['Switzerland', 41, 46.82, 8.22], \n",
    "          ['Spain', 26, 40.46, -3.75], \n",
    "          ['Denmark', 12, 56.26, 9.50], \n",
    "          ['Czech Republic', 2, 49.82, 15.47], \n",
    "          ['Great Britain', 2, 55.37, -3.44], \n",
    "          ['Australia', 1, -25.27, 133.78]] \n",
    "df = pd.DataFrame(formap, columns = ['Country', 'Num', 'lat', 'long']) \n",
    "pop = [int(x) for x in list(df.Num)]\n",
    "lat = [float(x) for x in list(df.lat)]\n",
    "long = [float(x) for x in list(df.long)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Special thanks to Alcid Analytics! https://alcidanalytics.com/p/geographic-heatmap-in-python"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 329,
   "metadata": {},
   "outputs": [],
   "source": [
    "hmap = folium.Map(zoom_start=7)\n",
    "max1 = float(max(pop))\n",
    "hm_wide = HeatMap(list(zip(lat, long, pop)),\n",
    "                   min_opacity=.4,\n",
    "                   max_val=max1,\n",
    "                   radius=17, blur=15, \n",
    "                   max_zoom=1, \n",
    "                 )\n",
    "price_map = hmap.add_child(hm_wide)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 330,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
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      ],
      "text/plain": [
       "<folium.folium.Map at 0x1a3dd1b2b0>"
      ]
     },
     "execution_count": 330,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "hmap"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 252,
   "metadata": {},
   "outputs": [],
   "source": [
    "# maindf.drop(['sex', 'country'], axis = 1, inplace = True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Baseline Model\n",
    "\n",
    "Now let's split our data so we can fit a baseline model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [],
   "source": [
    "vals = maindf.iloc[:, 2:]\n",
    "diag = maindf.iloc[:, 1:2]\n",
    "X_train, X_test, y_train, y_test = train_test_split(vals, diag, test_size = 0.2, random_state = 42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training Accuracy: 69.47%\n",
      "Testing accuracy: 73.74%\n"
     ]
    }
   ],
   "source": [
    "logregbase = LogisticRegression(random_state=42)\n",
    "logregbase.fit(X_train, y_train)\n",
    "# print(logregbase.score(X_train, y_train, sample_weight=None))\n",
    "\n",
    "y_pred = logregbase.predict(X_test)\n",
    "training_preds = logregbase.predict(X_train)\n",
    "\n",
    "\n",
    "logregbase.coef_\n",
    "\n",
    "logregbase.intercept_\n",
    "\n",
    "training_accuracy = accuracy_score(y_train, training_preds)\n",
    "val_accuracy = accuracy_score(y_test, y_pred)\n",
    "\n",
    "print('Training Accuracy: {:.4}%'.format(training_accuracy * 100))\n",
    "print('Testing accuracy: {:.4}%'.format(val_accuracy * 100))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "          HC       0.81      0.62      0.70        90\n",
      "          MS       0.69      0.85      0.76        89\n",
      "\n",
      "   micro avg       0.74      0.74      0.74       179\n",
      "   macro avg       0.75      0.74      0.73       179\n",
      "weighted avg       0.75      0.74      0.73       179\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test, y_pred))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's now take a look at our confusion matrix for our data to see how our predictions line up."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[Text(0, 0.5, 'HC'), Text(0, 1.5, 'MS')]"
      ]
     },
     "execution_count": 72,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "confusion = confusion_matrix(y_test, y_pred)\n",
    "\n",
    "ax = plt.subplot()\n",
    "sns.heatmap(confusion, annot=True, ax = ax, cmap='Blues')\n",
    "\n",
    "ax.set_xlabel('Predicted');ax.set_ylabel('True'); \n",
    "ax.set_title('Confusion Matrix'); \n",
    "ax.xaxis.set_ticklabels(['HC', 'MS']); ax.yaxis.set_ticklabels(['HC', 'MS'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 277,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Feature')"
      ]
     },
     "execution_count": 277,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1080 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "logcoefficients = pd.DataFrame(logregbase.coef_).T.set_index(vals.columns)\n",
    "logcoefficients.columns = ['coefficient']\n",
    "logcoefficients['coefficient'] = logcoefficients['coefficient'].apply(lambda x: abs(x))\n",
    "logcoefficients = logcoefficients.sort_values(by = 'coefficient')\n",
    "\n",
    "n_features = len(logcoefficients)\n",
    "plt.figure(figsize=(15,15))\n",
    "plt.barh(range(n_features), logcoefficients['coefficient'], align='center') \n",
    "plt.yticks(np.arange(n_features), logcoefficients.index)\n",
    "plt.title('Feature Importance in Logistic Regression')\n",
    "plt.xlabel('Importance')\n",
    "plt.ylabel('Feature')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Our model can definitely be better, let's try something else. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Random Forest"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training score: 92.02%\n",
      "Testing score: 84.92%\n"
     ]
    }
   ],
   "source": [
    "forest = RandomForestClassifier(n_estimators=100, max_depth=5, random_state=42)\n",
    "forest.fit(X_train, y_train)\n",
    "for_pred = forest.predict(X_test)\n",
    "print('Training score: {:.4}%'.format(forest.score(X_train, y_train)*100))\n",
    "print('Testing score: {:.4}%'.format(forest.score(X_test, y_test)*100))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "          HC       0.85      0.86      0.85        90\n",
      "          MS       0.85      0.84      0.85        89\n",
      "\n",
      "   micro avg       0.85      0.85      0.85       179\n",
      "   macro avg       0.85      0.85      0.85       179\n",
      "weighted avg       0.85      0.85      0.85       179\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test, for_pred))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "That's a lot better already - now let's take a look at our confusion matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[Text(0, 0.5, 'HC'), Text(0, 1.5, 'MS')]"
      ]
     },
     "execution_count": 92,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fconfusion = confusion_matrix(y_test, for_pred)\n",
    "\n",
    "ax = plt.subplot()\n",
    "sns.heatmap(fconfusion, annot=True, ax = ax, cmap='Blues')\n",
    "\n",
    "ax.set_xlabel('Predicted');ax.set_ylabel('True'); \n",
    "ax.set_title('Confusion Matrix'); \n",
    "ax.xaxis.set_ticklabels(['HC', 'MS']); ax.yaxis.set_ticklabels(['HC', 'MS'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 314,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Feature')"
      ]
     },
     "execution_count": 314,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1080 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "forfeatim = pd.DataFrame(forest.feature_importances_).set_index(X_train.columns)\n",
    "forfeatim.columns = ['imp']\n",
    "forfeatim = forfeatim.sort_values(by = 'imp')\n",
    "\n",
    "n_features = len(forfeatim)\n",
    "plt.figure(figsize=(15,15))\n",
    "plt.barh(range(n_features), forfeatim['imp'], align='center') \n",
    "plt.yticks(np.arange(n_features), forfeatim.index)\n",
    "plt.title('Feature Importance in Random Forest')\n",
    "plt.xlabel('Importance')\n",
    "plt.ylabel('Feature')\n",
    "\n",
    "# ascending"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 349,
   "metadata": {
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "# import os\n",
    "# from sklearn.tree import export_graphviz\n",
    "# import six\n",
    "# import pydot\n",
    "# from sklearn import tree\n",
    "# dotfile = six.StringIO()\n",
    "# i_tree = 0\n",
    "# for tree_in_forest in forest.estimators_:\n",
    "#     export_graphviz(tree_in_forest,out_file='tree.dot',\n",
    "#     feature_names=X_train.columns,\n",
    "#     filled=True,\n",
    "#     rounded=True)\n",
    "#     (graph,) = pydot.graph_from_dot_file('tree.dot')\n",
    "#     name = 'tree' + str(i_tree)\n",
    "#     graph.write_png(name+  '.png')\n",
    "#     os.system('dot -Tpng tree.dot -o tree.png')\n",
    "#     i_tree +=1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Grid Search to Tune our Random Forest Hyperparameters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 102,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'criterion': 'gini',\n",
       " 'max_depth': 15,\n",
       " 'max_features': 'log2',\n",
       " 'n_estimators': 400}"
      ]
     },
     "execution_count": 102,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "param_grid = { \n",
    "    'n_estimators': [100, 200, 300, 400, 500],\n",
    "    'max_features': ['auto', 'sqrt', 'log2'],\n",
    "    'max_depth' : [10, 11, 12, 13, 14, 15, 20, 25],\n",
    "    'criterion' :['gini', 'entropy']\n",
    "}\n",
    "\n",
    "grid_forest = GridSearchCV(estimator=forest, param_grid=param_grid, cv= 5)\n",
    "grid_forest.fit(X_train, y_train)\n",
    "\n",
    "grid_forest.best_params_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Training score: 100.0%\n",
      "Testing score: 85.47%\n"
     ]
    }
   ],
   "source": [
    "rfgrid=RandomForestClassifier(max_features='log2', n_estimators=400, max_depth=15, criterion='gini', random_state=42)\n",
    "rfgrid.fit(X_train, y_train)\n",
    "gridpred=rfgrid.predict(X_test)\n",
    "\n",
    "print('Training score: {:.4}%'.format(rfgrid.score(X_train, y_train)*100))\n",
    "print('Testing score: {:.4}%'.format(rfgrid.score(X_test, y_test)*100))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 108,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "          HC       0.85      0.87      0.86        90\n",
      "          MS       0.86      0.84      0.85        89\n",
      "\n",
      "   micro avg       0.85      0.85      0.85       179\n",
      "   macro avg       0.85      0.85      0.85       179\n",
      "weighted avg       0.85      0.85      0.85       179\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(classification_report(y_test, gridpred))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[Text(0, 0.5, 'HC'), Text(0, 1.5, 'MS')]"
      ]
     },
     "execution_count": 109,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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/tRn0Y8Agsqm4mVmHluCNhK0GtAAi4oUq1WJmVjONCSZ0awG9pqTlXmAdERdUoB4zs5pIMJ9bDeguwKqk+RQ+M7OyqsCt3iustYCeHxGtXkRtZtZRJJjPxXvQZmadQYKPg241oHesWhVmZjVWVw/sj4g3q1mImVktJZjP7XqanZlZh6MEu7oOaDMzPIM2M0uWA9rMLFF1+aGxZmadQZdWH75cGw5oMzPq705CM7NOwz1oM7NEJTiBdkCbmQE0+DpoM7M0eQZtZpaoxgSb0A5oMzM8gzYzS5YvszMzS1SC+eyANjMDSPBGQge0mRm4xWFmliwHtJlZotKLZwe0mRngk4RmZsny86DNzBLlqzjMzBLlk4RmZolyi8PMLFFucZiZJcozaDOzRKUXzw5oMzMAungGbWaWpgTz2QFtZgagBJscDmgzMzyDNjNLlj/V28wsUSnOoFO8NtvMrOoapJKX1kjqJukxSU9JmiXp9Hz9hpIelTRb0vWSVipaU5m+NzOzutag0pciPgR2iIgBwEBgN0lDgbOBX0XEJsBbwA+K1rRi35KZWcegNvyvNZF5J3/ZNV8C2AG4MV9/FTCiWE0OaDMzsh506YtGSZpWsIxadix1kTQdWABMBl4AFkXEknyXecC6xWryScLEnH7qKTz04BR6r746N0y6bZltE6+6gosuOJd7p/yFXr1716hCq4VNvrQGE8fst/T1hl/ozRm//TOr9ejG4XsOYeGidwE47fLJ3PPX2bUqs6615TroiBgHjGtl+yfAQEm9gJuBf25pt2LHcUAnZs/vjGD/Aw7k1FNOWmb9a6/N59FH/sI6ffvWqDKrpdlz/8HQw34DQEODeOHm47n1wb9x8O6D+PUNf+HC6x6ucYX1r4TecptFxCJJU4ChQC9Jjfks+ovAq0VrKn9JtiIGDd6Snj17fW79BeeO5Uf/cVyST9yy6tp+8Ea89MqbvPz64lqX0qGU8SqONfOZM5K6AzsBzwD3A/vkux0C/LFoTSv0HZVIUh9Je0saXI3jdTQPTPkza621Npv226zWpVgC9t3pa9xw79NLXx/x3a/z2O+O4r9OHkGvHt1qWFl9UxuWIvoC90uaAUwFJkfE7cCJwLGS/g70ASYUG6giAS3pdkn986/7AjOBw4GJko5p5X1LG+9XTlhue6dT+eD997li/OUc8cOja12KJaBrYxd232YzJt0/E4DxNz/GV/b/FV8/7De89sY7jB29W40rrF/lmkFHxIyI2CIiNo+I/hExJl//YkRsFRFfjoh9I+LDYjVVqge9YUTMzL8+jOwnyPcl9QAeBi5s6U2Fjfe3P/i0aAO9M5g3by6vvjKPA/bLrshZ8PrrHDTyX7jqmutZY401a1ydVduuQzdh+vPzWfBWdlKw6U+AK26dxqRzvler0upeis3DSgX0xwVf7wiMB4iItyV9WqFjdkhf3mRTJk/57ATQnsN3ZOK1N/oqjk5qv50254Z7Zyx9vU6fVXntjeyS2+9s98/87cUFtSqt/iWY0JUK6LmSjia71m8QcDcsbZh3rdAxO4SfnvgTHp/2GIsWLeLbOw9j1JGjGfHdfYq/0Tq87it3ZYctN2b0uZ+dWzrzyF3ZfJO+RARzXlvE0ecWPe9ky5Hip3orovydBElrAWPImuWXRsSf8vXbA4Mj4rxiY7jFYS1Za6fTal2CJej9h85Y4XSd+uLikjNny41Wq0qaV2QGHRELgCNaWH8/2aUmZmZpSW8CXZmAlnRra9sjYq9KHNfMrL060yeqfAOYC1wHPEqSP5vMzD6TYAu6YgG9DrAzcABwIHAHcF1EzKrQ8czMVkiC+VyZG1Ui4pOIuDsiDiG7B/3vwJT8yg4zs+RIKnmploo9LEnSysDuZLPoDYCLgUmVOp6Z2YroNC0OSVcB/YG7gNML7io0M0tSgvlcsRn0wcC7wKbAjwp+JRDZBw70rNBxzczaJ8GErtR10H6MqZnVlc50mZ2ZWV3pND1oM7N644A2M0uUWxxmZonyDNrMLFEJ5rMD2swMSDKhHdBmZqT5wH4HtJkZSU6gHdBmZkCSCe2ANjPDl9mZmSUrwRa0A9rMDJLscDigzcyAqj6Iv1QOaDMz3OIwM0tWgvnsgDYzA5JMaAe0mRm+zM7MLFnuQZuZJarBAW1mlqr0EtoBbWaGWxxmZslKMJ8d0GZm4Bm0mVmyfKu3mVmi0otnB7SZGeAWh5lZsnwnoZlZqtLLZxpqXYCZWQrUhqXoWNIVkhZImlmw7heSXpE0PV++XWwcB7SZGdAglbyU4HfAbi2s/1VEDMyXO4sN4haHmRnlPUkYEQ9K2mBFx/EM2sysjSSNkjStYBlV4ltHS5qRt0B6F9vZAW1mRjaDLnWJiHERMaRgGVfCIS4DNgYGAvOB84u9wS0OMzMqf5ldRLy+9FjSeOD2Yu/xDNrMjLbNoNs3vvoWvNwbmLm8fZt4Bm1mRnlPEkq6DhgGrCFpHnAaMEzSQCCA/wX+vdg4DmgzM8rb4oiIA1pYPaGt4zigzczwszjMzJKVYD47oM3MgCQT2gFtZgal3sJdVYqIWtdgRUgaVeKF8NaJ+N9Fx+froOtDqbeRWufifxcdnAPazCxRDmgzs0Q5oOuD+4zWEv+76OB8ktDMLFGeQZuZJcoBbWaWKAd0QiS90+z1oZIuKXj9fUkzJc2S9DdJx1W/Sqs2SSFpYsHrRkkLJd2ev15b0u2Snsr/XRT9rDurD76TsE5IGg4cA+wSEa9K6gYcXOOyrDreBfpL6h4R7wM7A68UbB8DTI6IiwAkbV6DGq0CPIOuHycDx0XEqwAR8UFEjK9xTVY9dwG7518fAFxXsK0vMK/pRUTMqGJdVkEO6LR0lzS9aSGbGTXpDzxeo7qs9v4bGJn/5rQ58GjBtkuBCZLul3SKpC/UpEIrO7c40vJ+RAxseiHpUGBI7cqxVETEDEkbkM2e72y27R5JGwG7AcOBJyX1j4iFVS/Uysoz6PoxCxhc6yKspm4FzmPZ9gYAEfFmRFwbEQcDU4Htql2clZ8Dun6cBZwjaR0ASStL+lGNa7LqugIYExFPF66UtIOkVfKvewAbAy/XoD4rM7c46kRE3ClpbeBeSSL74MkralyWVVFEzAMuamHTYOASSUvIJl2/jYipVS3OKsK3epuZJcotDjOzRDmgzcwS5YA2M0uUA9rMLFEOaDOzRDmgrewkfZLfrj5T0h+artFt51jDCp7atpekk1rZt5ekH7bjGL/wkwEtRQ5oq4T3I2JgRPQHPgKOKNyoTJv/7UXErRExtpVdegFtDmizVDmgrdL+B/iypA0kPSPpN8ATwJck7SLpEUlP5DPtVQEk7SbpWUkPAd9tGqjw+dj5M5Bvzp+B/JSkrYGxwMb57P3cfL/jJU2VNEPS6QVjnSLpOUn3Av2q9rdh1gYOaKsYSY1kD+9pujW5H/D7iNiC7BnHPwN2iohBwDTg2PxpbeOBPYFtgXWWM/zFwAMRMQAYRPaskpOAF/LZ+/GSdgE2AbYCBgKDJW0naTAwEtiC7AfAlmX+1s3Kwrd6WyV0zx+XCtkMegLwBWBORPw1Xz8U+ArwcHbnOisBjwCbAS9FxGwASVcDo1o4xg7A9wEi4hNgsaTezfbZJV+ezF+vShbYPYCbI+K9/Bi3rtB3a1YhDmirhGUemwqQh/C7havIPgXkgGb7DSR7zkg5CDgrIi5vdoxjyngMs4pxi8Nq5a/ANpK+DCBpFUmbAs8CG0raON/vgOW8/z7gyPy9XST1BN4mmx03uQc4vKC3va6ktYAHgb0ldc+f/rZnmb83s7JwQFtN5A+TPxS4TtIMssDeLCI+IGtp3JGfJJyznCF+DGwv6WmyT5r5akS8QdYymSnp3Ij4E3At8Ei+341Aj4h4ArgemA7cRNaGMUuOn2ZnZpYoz6DNzBLlgDYzS5QD2swsUQ5oM7NEOaDNzBLlgDYzS5QD2swsUf8PV0+1o+IUkt0AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "gridconfusion = confusion_matrix(y_test, gridpred)\n",
    "\n",
    "ax = plt.subplot()\n",
    "sns.heatmap(gridconfusion, annot=True, ax = ax, cmap='Blues')\n",
    "\n",
    "ax.set_xlabel('Predicted');ax.set_ylabel('True'); \n",
    "ax.set_title('Confusion Matrix'); \n",
    "ax.xaxis.set_ticklabels(['HC', 'MS']); ax.yaxis.set_ticklabels(['HC', 'MS'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 317,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Feature')"
      ]
     },
     "execution_count": 317,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1080x1080 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "forfeatimg = pd.DataFrame(rfgrid.feature_importances_).set_index(X_train.columns)\n",
    "forfeatimg.columns = ['imp']\n",
    "forfeatimg = forfeatimg.sort_values(by = 'imp')\n",
    "\n",
    "n_features = len(forfeatimg)\n",
    "plt.figure(figsize=(15,15))\n",
    "plt.barh(range(n_features), forfeatimg['imp'], align='center') \n",
    "plt.yticks(np.arange(n_features), forfeatimg.index)\n",
    "plt.title('Feature Importance in Random Forest with Hyperparameter Tuning')\n",
    "plt.xlabel('Importance')\n",
    "plt.ylabel('Feature')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Results of other models used on this data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
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            "62%",
            "65.9%",
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