├── README.md
├── Ensembles and Random Forests
└── init
├── Introduction to Decision Trees
├── init
└── Heart+Disease+Prediction.ipynb
└── Hyperparameter Tuning in Decision Trees
└── init
/README.md:
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1 | # Tree-Models
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/Ensembles and Random Forests/init:
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2 |
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/Introduction to Decision Trees/init:
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2 |
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/Hyperparameter Tuning in Decision Trees/init:
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2 |
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/Introduction to Decision Trees/Heart+Disease+Prediction.ipynb:
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1 | {
2 | "cells": [
3 | {
4 | "cell_type": "code",
5 | "execution_count": 20,
6 | "metadata": {},
7 | "outputs": [],
8 | "source": [
9 | "# Importing the required libraries\n",
10 | "import pandas as pd, numpy as np\n",
11 | "import matplotlib.pyplot as plt, seaborn as sns\n",
12 | "%matplotlib inline"
13 | ]
14 | },
15 | {
16 | "cell_type": "code",
17 | "execution_count": 21,
18 | "metadata": {},
19 | "outputs": [],
20 | "source": [
21 | "# Reading the csv file and putting it into 'df' object.\n",
22 | "df = pd.read_csv('heart_v2.csv')"
23 | ]
24 | },
25 | {
26 | "cell_type": "code",
27 | "execution_count": 22,
28 | "metadata": {
29 | "scrolled": true
30 | },
31 | "outputs": [
32 | {
33 | "data": {
34 | "text/plain": [
35 | "Index(['age', 'sex', 'BP', 'cholestrol', 'heart disease'], dtype='object')"
36 | ]
37 | },
38 | "execution_count": 22,
39 | "metadata": {},
40 | "output_type": "execute_result"
41 | }
42 | ],
43 | "source": [
44 | "df.columns"
45 | ]
46 | },
47 | {
48 | "cell_type": "code",
49 | "execution_count": 23,
50 | "metadata": {
51 | "scrolled": true
52 | },
53 | "outputs": [
54 | {
55 | "data": {
56 | "text/html": [
57 | "
\n",
58 | "\n",
71 | "
\n",
72 | " \n",
73 | " \n",
74 | " | \n",
75 | " age | \n",
76 | " sex | \n",
77 | " BP | \n",
78 | " cholestrol | \n",
79 | " heart disease | \n",
80 | "
\n",
81 | " \n",
82 | " \n",
83 | " \n",
84 | " | 0 | \n",
85 | " 70 | \n",
86 | " 1 | \n",
87 | " 130 | \n",
88 | " 322 | \n",
89 | " 1 | \n",
90 | "
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91 | " \n",
92 | " | 1 | \n",
93 | " 67 | \n",
94 | " 0 | \n",
95 | " 115 | \n",
96 | " 564 | \n",
97 | " 0 | \n",
98 | "
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99 | " \n",
100 | " | 2 | \n",
101 | " 57 | \n",
102 | " 1 | \n",
103 | " 124 | \n",
104 | " 261 | \n",
105 | " 1 | \n",
106 | "
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107 | " \n",
108 | " | 3 | \n",
109 | " 64 | \n",
110 | " 1 | \n",
111 | " 128 | \n",
112 | " 263 | \n",
113 | " 0 | \n",
114 | "
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115 | " \n",
116 | " | 4 | \n",
117 | " 74 | \n",
118 | " 0 | \n",
119 | " 120 | \n",
120 | " 269 | \n",
121 | " 0 | \n",
122 | "
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123 | " \n",
124 | "
\n",
125 | "
"
126 | ],
127 | "text/plain": [
128 | " age sex BP cholestrol heart disease\n",
129 | "0 70 1 130 322 1\n",
130 | "1 67 0 115 564 0\n",
131 | "2 57 1 124 261 1\n",
132 | "3 64 1 128 263 0\n",
133 | "4 74 0 120 269 0"
134 | ]
135 | },
136 | "execution_count": 23,
137 | "metadata": {},
138 | "output_type": "execute_result"
139 | }
140 | ],
141 | "source": [
142 | "df.head()"
143 | ]
144 | },
145 | {
146 | "cell_type": "code",
147 | "execution_count": 24,
148 | "metadata": {},
149 | "outputs": [],
150 | "source": [
151 | "# Putting feature variable to X\n",
152 | "X = df.drop('heart disease',axis=1)\n",
153 | "\n",
154 | "# Putting response variable to y\n",
155 | "y = df['heart disease']"
156 | ]
157 | },
158 | {
159 | "cell_type": "code",
160 | "execution_count": 25,
161 | "metadata": {},
162 | "outputs": [],
163 | "source": [
164 | "from sklearn.model_selection import train_test_split"
165 | ]
166 | },
167 | {
168 | "cell_type": "code",
169 | "execution_count": 26,
170 | "metadata": {},
171 | "outputs": [
172 | {
173 | "data": {
174 | "text/plain": [
175 | "((189, 4), (81, 4))"
176 | ]
177 | },
178 | "execution_count": 26,
179 | "metadata": {},
180 | "output_type": "execute_result"
181 | }
182 | ],
183 | "source": [
184 | "X_train, X_test, y_train, y_test = train_test_split(X, y, train_size=0.7, random_state=42)\n",
185 | "X_train.shape, X_test.shape"
186 | ]
187 | },
188 | {
189 | "cell_type": "markdown",
190 | "metadata": {},
191 | "source": [
192 | "Fitting the decision tree with default hyperparameters, apart from max_depth which is 3 so that we can plot and read the tree."
193 | ]
194 | },
195 | {
196 | "cell_type": "code",
197 | "execution_count": 27,
198 | "metadata": {},
199 | "outputs": [],
200 | "source": [
201 | "from sklearn.tree import DecisionTreeClassifier"
202 | ]
203 | },
204 | {
205 | "cell_type": "code",
206 | "execution_count": 28,
207 | "metadata": {},
208 | "outputs": [
209 | {
210 | "data": {
211 | "text/plain": [
212 | "DecisionTreeClassifier(max_depth=3)"
213 | ]
214 | },
215 | "execution_count": 28,
216 | "metadata": {},
217 | "output_type": "execute_result"
218 | }
219 | ],
220 | "source": [
221 | "dt = DecisionTreeClassifier(max_depth=3)\n",
222 | "dt.fit(X_train, y_train)"
223 | ]
224 | },
225 | {
226 | "cell_type": "code",
227 | "execution_count": 29,
228 | "metadata": {},
229 | "outputs": [
230 | {
231 | "name": "stdout",
232 | "output_type": "stream",
233 | "text": [
234 | "Requirement already satisfied: six in c:\\users\\nimmy.samson\\anaconda3\\lib\\site-packages (1.15.0)\n"
235 | ]
236 | }
237 | ],
238 | "source": [
239 | "!pip install six"
240 | ]
241 | },
242 | {
243 | "cell_type": "code",
244 | "execution_count": 30,
245 | "metadata": {},
246 | "outputs": [],
247 | "source": [
248 | "# Importing required packages for visualization\n",
249 | "from IPython.display import Image \n",
250 | "from six import StringIO\n",
251 | "from sklearn.tree import export_graphviz\n",
252 | "import pydotplus, graphviz"
253 | ]
254 | },
255 | {
256 | "cell_type": "code",
257 | "execution_count": 31,
258 | "metadata": {},
259 | "outputs": [
260 | {
261 | "data": {
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\n",
263 | "text/plain": [
264 | ""
265 | ]
266 | },
267 | "execution_count": 31,
268 | "metadata": {},
269 | "output_type": "execute_result"
270 | }
271 | ],
272 | "source": [
273 | "# plotting tree with max_depth=3\n",
274 | "dot_data = StringIO() \n",
275 | "\n",
276 | "export_graphviz(dt, out_file=dot_data, filled=True, rounded=True,\n",
277 | " feature_names=X.columns, \n",
278 | " class_names=['No Disease', \"Disease\"])\n",
279 | "\n",
280 | "graph = pydotplus.graph_from_dot_data(dot_data.getvalue())\n",
281 | "Image(graph.create_png())\n",
282 | "#Image(graph.create_png(),width=800,height=900)\n",
283 | "#graph.write_pdf(\"dt_heartdisease.pdf\")"
284 | ]
285 | },
286 | {
287 | "cell_type": "markdown",
288 | "metadata": {},
289 | "source": [
290 | "#### Evaluating model performance"
291 | ]
292 | },
293 | {
294 | "cell_type": "code",
295 | "execution_count": 32,
296 | "metadata": {},
297 | "outputs": [],
298 | "source": [
299 | "y_train_pred = dt.predict(X_train)\n",
300 | "y_test_pred = dt.predict(X_test)"
301 | ]
302 | },
303 | {
304 | "cell_type": "code",
305 | "execution_count": 33,
306 | "metadata": {},
307 | "outputs": [],
308 | "source": [
309 | "from sklearn.metrics import confusion_matrix, accuracy_score"
310 | ]
311 | },
312 | {
313 | "cell_type": "code",
314 | "execution_count": 34,
315 | "metadata": {},
316 | "outputs": [
317 | {
318 | "name": "stdout",
319 | "output_type": "stream",
320 | "text": [
321 | "0.7407407407407407\n"
322 | ]
323 | },
324 | {
325 | "data": {
326 | "text/plain": [
327 | "array([[82, 19],\n",
328 | " [30, 58]], dtype=int64)"
329 | ]
330 | },
331 | "execution_count": 34,
332 | "metadata": {},
333 | "output_type": "execute_result"
334 | }
335 | ],
336 | "source": [
337 | "print(accuracy_score(y_train, y_train_pred))\n",
338 | "confusion_matrix(y_train, y_train_pred)"
339 | ]
340 | },
341 | {
342 | "cell_type": "code",
343 | "execution_count": 35,
344 | "metadata": {},
345 | "outputs": [
346 | {
347 | "name": "stdout",
348 | "output_type": "stream",
349 | "text": [
350 | "0.6049382716049383\n"
351 | ]
352 | },
353 | {
354 | "data": {
355 | "text/plain": [
356 | "array([[35, 14],\n",
357 | " [18, 14]], dtype=int64)"
358 | ]
359 | },
360 | "execution_count": 35,
361 | "metadata": {},
362 | "output_type": "execute_result"
363 | }
364 | ],
365 | "source": [
366 | "print(accuracy_score(y_test, y_test_pred))\n",
367 | "confusion_matrix(y_test, y_test_pred)"
368 | ]
369 | },
370 | {
371 | "cell_type": "code",
372 | "execution_count": null,
373 | "metadata": {},
374 | "outputs": [],
375 | "source": []
376 | }
377 | ],
378 | "metadata": {
379 | "kernelspec": {
380 | "display_name": "Python 3",
381 | "language": "python",
382 | "name": "python3"
383 | },
384 | "language_info": {
385 | "codemirror_mode": {
386 | "name": "ipython",
387 | "version": 3
388 | },
389 | "file_extension": ".py",
390 | "mimetype": "text/x-python",
391 | "name": "python",
392 | "nbconvert_exporter": "python",
393 | "pygments_lexer": "ipython3",
394 | "version": "3.8.3"
395 | }
396 | },
397 | "nbformat": 4,
398 | "nbformat_minor": 2
399 | }
400 |
--------------------------------------------------------------------------------