├── nn.jpg
├── Caudales.xlsx
├── Estacion_01.xlsx
├── Estacion_02.xlsx
├── Estacion_03.xlsx
├── Estacion_03_5min.xlsx
├── README.md
└── .ipynb_checkpoints
└── Fill_Missing_Precipitation_Data_Neural_Networks-checkpoint.ipynb
/nn.jpg:
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https://raw.githubusercontent.com/SaulMontoya/How-to-Fill-Missing-Precipitation-Data-with-Neural-Networks-in-Python/HEAD/nn.jpg
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/Caudales.xlsx:
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https://raw.githubusercontent.com/SaulMontoya/How-to-Fill-Missing-Precipitation-Data-with-Neural-Networks-in-Python/HEAD/Caudales.xlsx
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/Estacion_01.xlsx:
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https://raw.githubusercontent.com/SaulMontoya/How-to-Fill-Missing-Precipitation-Data-with-Neural-Networks-in-Python/HEAD/Estacion_01.xlsx
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/Estacion_02.xlsx:
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https://raw.githubusercontent.com/SaulMontoya/How-to-Fill-Missing-Precipitation-Data-with-Neural-Networks-in-Python/HEAD/Estacion_02.xlsx
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/Estacion_03.xlsx:
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https://raw.githubusercontent.com/SaulMontoya/How-to-Fill-Missing-Precipitation-Data-with-Neural-Networks-in-Python/HEAD/Estacion_03.xlsx
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/Estacion_03_5min.xlsx:
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https://raw.githubusercontent.com/SaulMontoya/How-to-Fill-Missing-Precipitation-Data-with-Neural-Networks-in-Python/HEAD/Estacion_03_5min.xlsx
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/README.md:
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1 | # How to Fill Missing Precipitation Data with Neural Networks in Python
2 |
3 | Quick tutorial to fill missing precipitation data with neural network using the Scikit Neural Network library in Python.
4 |
5 | This tutorial contains:
6 | Import precipitation data to Pandas
7 | Creation of a unique Pandas Dataframe
8 | Construction of a Neural Network
9 | Plot Observed and Predicted Values for Est 2: 2015-01-12:2015-03-31
10 | Predict the missing data in between 2014-11-23:2015-01-11
11 |
12 | ## Video
13 | https://youtu.be/MJ5M__bqOXw
14 |
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/.ipynb_checkpoints/Fill_Missing_Precipitation_Data_Neural_Networks-checkpoint.ipynb:
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1 | {
2 | "cells": [
3 | {
4 | "cell_type": "code",
5 | "execution_count": 1,
6 | "metadata": {
7 | "collapsed": false
8 | },
9 | "outputs": [
10 | {
11 | "name": "stdout",
12 | "output_type": "stream",
13 | "text": [
14 | "Populating the interactive namespace from numpy and matplotlib\n"
15 | ]
16 | }
17 | ],
18 | "source": [
19 | "%pylab inline\n",
20 | "import pandas as pd\n",
21 | "import numpy as np\n",
22 | "Estacion_01 = pd.read_excel('Estacion_01.xlsx',sheetname='Estacion_01',index_col=0)\n",
23 | "Estacion_01 = Estacion_01.rename(columns={'Agregado': 'Est1'})\n",
24 | "Estacion_02 = pd.read_excel('Estacion_02.xlsx',sheetname='Estacion_02',index_col=0)\n",
25 | "Estacion_02 = Estacion_02.rename(columns={'Agregado': 'Est2'})\n",
26 | "Estacion_03 = pd.read_excel('Estacion_03.xlsx',sheetname='Estacion_03',index_col=0)\n",
27 | "Estacion_03 = Estacion_03.rename(columns={'Agregado': 'Est3'})\n",
28 | "Estacion_03_5min = pd.read_excel('Estacion_03_5min.xlsx',sheetname='Estacion_03',index_col=0)\n",
29 | "Estacion_03_5min = Estacion_03_5min.rename(columns={'Agregado': 'Est3'})"
30 | ]
31 | },
32 | {
33 | "cell_type": "code",
34 | "execution_count": 2,
35 | "metadata": {
36 | "collapsed": false
37 | },
38 | "outputs": [
39 | {
40 | "data": {
41 | "text/plain": [
42 | ""
43 | ]
44 | },
45 | "execution_count": 2,
46 | "metadata": {},
47 | "output_type": "execute_result"
48 | },
49 | {
50 | "data": {
51 | "image/png": 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k1k0+WyjJaFRMGIxEKTSPwT1WTijp3XfzP0OJ6jHYzGejUUmTMFyJ7PH8lHNsLvAmsqvb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\nwjB+vFeeOXasCENvr5znegz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52 | "text/plain": [
53 | ""
54 | ]
55 | },
56 | "metadata": {},
57 | "output_type": "display_data"
58 | }
59 | ],
60 | "source": [
61 | "Estacion_01.plot()"
62 | ]
63 | },
64 | {
65 | "cell_type": "code",
66 | "execution_count": 3,
67 | "metadata": {
68 | "collapsed": false
69 | },
70 | "outputs": [
71 | {
72 | "data": {
73 | "text/plain": [
74 | ""
75 | ]
76 | },
77 | "execution_count": 3,
78 | "metadata": {},
79 | "output_type": "execute_result"
80 | },
81 | {
82 | "data": {
83 | "image/png": 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EjRiOE4G4nEChK4tBsjmBs8+GV181ERiqmAgYRpnEjRh24aBSPIFc00ZAsuGgRx6BpUtN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\ngVfSz28GPkQRIuA8gXXr9H8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84 | "text/plain": [
85 | ""
86 | ]
87 | },
88 | "metadata": {},
89 | "output_type": "display_data"
90 | }
91 | ],
92 | "source": [
93 | "Estacion_02.plot()"
94 | ]
95 | },
96 | {
97 | "cell_type": "code",
98 | "execution_count": 4,
99 | "metadata": {
100 | "collapsed": false
101 | },
102 | "outputs": [
103 | {
104 | "data": {
105 | "text/plain": [
106 | ""
107 | ]
108 | },
109 | "execution_count": 4,
110 | "metadata": {},
111 | "output_type": "execute_result"
112 | },
113 | {
114 | "data": {
115 | "image/png": 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hDRKG730PHn00+/dzw1labg0lHXAAvPe9Q3Nh+RxDpYQh1wq5pdDTMzKEobnZ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\nyByRKPk0Yrl/jvSWQC6q6Ygd3ww8hYS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116 | "text/plain": [
117 | ""
118 | ]
119 | },
120 | "metadata": {},
121 | "output_type": "display_data"
122 | }
123 | ],
124 | "source": [
125 | "Estacion_03.plot()"
126 | ]
127 | },
128 | {
129 | "cell_type": "code",
130 | "execution_count": 37,
131 | "metadata": {
132 | "collapsed": false
133 | },
134 | "outputs": [
135 | {
136 | "data": {
137 | "text/plain": [
138 | ""
139 | ]
140 | },
141 | "execution_count": 37,
142 | "metadata": {},
143 | "output_type": "execute_result"
144 | },
145 | {
146 | "data": {
147 | "image/png": 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E7ALyHKebTz8xhmPHREwtXhxuu+2TStDZLcdP+7EbbwQefND572GdXXuBGp1d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\nxxiA+MXuhg3Af/kv4rSMjEhG3E5exe7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0k/wctRMDkI7YLRSkULO3F3jLW7wf7zcK8uyz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\n/QAAAABJRU5ErkJggg==\n",
148 | "text/plain": [
149 | ""
150 | ]
151 | },
152 | "metadata": {},
153 | "output_type": "display_data"
154 | }
155 | ],
156 | "source": [
157 | "Estacion_03_5min.resample('24H', how='sum').plot()"
158 | ]
159 | },
160 | {
161 | "cell_type": "code",
162 | "execution_count": 5,
163 | "metadata": {
164 | "collapsed": false
165 | },
166 | "outputs": [],
167 | "source": [
168 | "\n",
169 | "MesDic = Estacion_03_5min.resample('24H', how='sum').ix['2014-12-01':'2014-12-31']\n",
170 | "Estacion_03['Est3'].ix['2014-12-01':'2014-12-31'] = MesDic['Est3']"
171 | ]
172 | },
173 | {
174 | "cell_type": "code",
175 | "execution_count": 6,
176 | "metadata": {
177 | "collapsed": false
178 | },
179 | "outputs": [
180 | {
181 | "data": {
182 | "text/plain": [
183 | ""
184 | ]
185 | },
186 | "execution_count": 6,
187 | "metadata": {},
188 | "output_type": "execute_result"
189 | },
190 | {
191 | "data": {
192 | "image/png": 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GvUY1Mslc0xpKys8rwGJgIfB3v5PS6fg4hmKEYcMGaeDdF3yhZab7+mRJCdO7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\nvpt5PA8R4OOQ3Ne/kUlsJ+PU4XVIj/w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193 | "text/plain": [
194 | ""
195 | ]
196 | },
197 | "metadata": {},
198 | "output_type": "display_data"
199 | }
200 | ],
201 | "source": [
202 | "Estacion_03.plot()"
203 | ]
204 | },
205 | {
206 | "cell_type": "markdown",
207 | "metadata": {},
208 | "source": [
209 | "
\n",
210 | "# Creation of a unique Panda Dataframe\n",
211 | "\n",
212 | "Join the 3 stations into one dataframe and plot it.\n",
213 | "Our study dataframe will be from November 1st 2014 to March 31th 2015 or:
__'2014-11-01':'2015-03-31'__"
214 | ]
215 | },
216 | {
217 | "cell_type": "code",
218 | "execution_count": 41,
219 | "metadata": {
220 | "collapsed": false
221 | },
222 | "outputs": [
223 | {
224 | "data": {
225 | "text/html": [
226 | "\n",
227 | "
\n",
228 | " \n",
229 | " \n",
230 | " | \n",
231 | " Est1 | \n",
232 | " Est2 | \n",
233 | " Est3 | \n",
234 | "
\n",
235 | " \n",
236 | " | Fecha | \n",
237 | " | \n",
238 | " | \n",
239 | " | \n",
240 | "
\n",
241 | " \n",
242 | " \n",
243 | " \n",
244 | " | 2014-07-25 | \n",
245 | " 0.0 | \n",
246 | " NaN | \n",
247 | " 0.0 | \n",
248 | "
\n",
249 | " \n",
250 | " | 2014-07-26 | \n",
251 | " 0.6 | \n",
252 | " NaN | \n",
253 | " 0.0 | \n",
254 | "
\n",
255 | " \n",
256 | " | 2014-07-27 | \n",
257 | " 0.0 | \n",
258 | " NaN | \n",
259 | " 0.0 | \n",
260 | "
\n",
261 | " \n",
262 | " | 2014-07-28 | \n",
263 | " 0.0 | \n",
264 | " NaN | \n",
265 | " 0.0 | \n",
266 | "
\n",
267 | " \n",
268 | " | 2014-07-29 | \n",
269 | " 0.2 | \n",
270 | " NaN | \n",
271 | " 0.2 | \n",
272 | "
\n",
273 | " \n",
274 | "
\n",
275 | "
"
276 | ],
277 | "text/plain": [
278 | " Est1 Est2 Est3\n",
279 | "Fecha \n",
280 | "2014-07-25 0.0 NaN 0.0\n",
281 | "2014-07-26 0.6 NaN 0.0\n",
282 | "2014-07-27 0.0 NaN 0.0\n",
283 | "2014-07-28 0.0 NaN 0.0\n",
284 | "2014-07-29 0.2 NaN 0.2"
285 | ]
286 | },
287 | "execution_count": 41,
288 | "metadata": {},
289 | "output_type": "execute_result"
290 | }
291 | ],
292 | "source": [
293 | "TodasEstaciones = Estacion_01.resample('24H', how='sum')\n",
294 | "TodasEstaciones['Est2']=Estacion_02['Est2'].resample('24H', how='sum')\n",
295 | "TodasEstaciones['Est3']=Estacion_03['Est3'].resample('24H', how='sum')\n",
296 | "TodasEstaciones.head()"
297 | ]
298 | },
299 | {
300 | "cell_type": "code",
301 | "execution_count": 42,
302 | "metadata": {
303 | "collapsed": false
304 | },
305 | "outputs": [
306 | {
307 | "data": {
308 | "text/plain": [
309 | ""
310 | ]
311 | },
312 | "execution_count": 42,
313 | "metadata": {},
314 | "output_type": "execute_result"
315 | },
316 | {
317 | "data": {
318 | "image/png": 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MKHQViIICOR/j5+y4ca7Ss76+gB9/7JoRPlieftqVU+7JlCnuufHLl8sgHU//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\n/Hz9meDmypUKtEUT8S5dGkbEZ86ERx+NvY0R8XS6VEpKnO9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4nj26QVMlYq+/DqNHw49+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\n",
319 | "text/plain": [
320 | ""
321 | ]
322 | },
323 | "metadata": {},
324 | "output_type": "display_data"
325 | }
326 | ],
327 | "source": [
328 | "TodasEstaciones.ix['2014-11-01':'2015-03-31'].plot(subplots=True, figsize=(6, 6)); plt.legend(loc='best')"
329 | ]
330 | },
331 | {
332 | "cell_type": "markdown",
333 | "metadata": {},
334 | "source": [
335 | "
\n",
336 | "# Construction of a Neural Network\n",
337 | "\n",
338 | "Use of MultiLayerPerceptron from the scikit"
339 | ]
340 | }
341 | ],
342 | "metadata": {
343 | "kernelspec": {
344 | "display_name": "Python 2",
345 | "language": "python",
346 | "name": "python2"
347 | },
348 | "language_info": {
349 | "codemirror_mode": {
350 | "name": "ipython",
351 | "version": 2
352 | },
353 | "file_extension": ".py",
354 | "mimetype": "text/x-python",
355 | "name": "python",
356 | "nbconvert_exporter": "python",
357 | "pygments_lexer": "ipython2",
358 | "version": "2.7.9"
359 | }
360 | },
361 | "nbformat": 4,
362 | "nbformat_minor": 0
363 | }
364 |
--------------------------------------------------------------------------------