Matlab - Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

 
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Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

Publicado por Nick (14 intervenciones) el 02/11/2018 17:10:34
Buenos días tengo un archivo(matriz), el cual adjunto, para generar nuevas matrices de misma columna(no cambia, que se mantengan) pero extrayendo solo filas (es decir extraer aleatoriamente), necesito crear un script en matlab que cree nuevos archivos (matrices) en txt, al menos 100 archivos nuevos, obviamente de menor valor en filas pero la misma cantidad de columna.

Esta es mi matriz original, tambien la he adjuntado en un zip:

1 18.8574 35.194 1 1 0.00E+00 -15.86 -75.58
1 18.859 35.1943 2 2 0.00E+00 -15.86 -75.58
1 18.8599 35.1937 3 3 0.00E+00 -15.86 -75.58
1 18.8596 35.1941 4 4 0.00E+00 -15.86 -75.58
1 18.8599 35.1944 5 5 0.00E+00 -15.86 -75.58
1 18.8626 35.1911 6 6 0.00E+00 -15.86 -75.58
1 18.8631 35.1912 8 8 0.00E+00 -15.86 -75.58
1 18.862 35.195 9 9 0.00E+00 -15.86 -75.58
1 18.8624 35.1934 10 10 0.00E+00 -15.86 -75.58
1 18.8615 35.1925 11 11 0.00E+00 -15.86 -75.58
1 18.8598 35.1897 12 12 0.00E+00 -15.86 -75.58
1 18.8604 35.1928 13 13 0.00E+00 -15.86 -75.58
1 18.8591 35.1924 14 14 0.00E+00 -15.86 -75.58
1 18.8588 35.1914 15 15 0.00E+00 -15.86 -75.58
1 18.8597 35.1922 16 16 0.00E+00 -15.86 -75.58
1 18.8597 35.1936 17 17 0.00E+00 -15.86 -75.58
1 18.859 35.1932 18 18 0.00E+00 -15.86 -75.58
1 18.8591 35.1906 19 19 0.00E+00 -15.86 -75.58
1 18.8597 35.1913 21 21 0.00E+00 -15.86 -75.58
1 18.8603 35.1901 22 22 0.00E+00 -15.86 -75.58
1 18.8591 35.1907 23 23 0.00E+00 -15.86 -75.58
1 18.8583 35.1903 24 24 0.00E+00 -15.86 -75.58
1 18.8582 35.1878 25 25 0.00E+00 -15.86 -75.58
1 18.862 35.1897 26 26 0.00E+00 -15.86 -75.58
1 18.8601 35.1899 27 27 0.00E+00 -15.86 -75.58
1 18.8588 35.1895 28 28 0.00E+00 -15.86 -75.58
1 18.8562 35.1905 29 29 0.00E+00 -15.86 -75.58
1 18.8558 35.1911 30 30 0.00E+00 -15.86 -75.58
1 18.8557 35.1911 31 31 0.00E+00 -15.86 -75.58
1 18.855 35.1902 32 32 0.00E+00 -15.86 -75.58
1 18.8516 35.1895 33 33 0.00E+00 -15.86 -75.58
1 18.8497 35.1919 34 34 0.00E+00 -15.86 -75.58
1 18.8488 35.1879 35 35 0.00E+00 -15.86 -75.58
1 18.8489 35.1916 36 36 0.00E+00 -15.86 -75.58
1 18.8467 35.1902 37 37 0.00E+00 -15.86 -75.58
1 18.8444 35.1912 38 38 0.00E+00 -15.86 -75.58
1 18.8457 35.1909 39 39 0.00E+00 -15.86 -75.58
1 18.8446 35.1897 40 40 0.00E+00 -15.86 -75.58
1 18.8436 35.1904 41 41 0.00E+00 -15.86 -75.58
1 18.8394 35.191 42 42 0.00E+00 -15.86 -75.58
1 18.8375 35.1904 43 43 0.00E+00 -15.86 -75.58
1 18.8369 35.1948 44 44 0.00E+00 -15.86 -75.58
1 18.836 35.1912 45 45 0.00E+00 -15.86 -75.58
1 18.8358 35.1913 46 46 0.00E+00 -15.86 -75.58
1 18.8299 35.1891 47 47 0.00E+00 -15.86 -75.58
1 18.8244 35.1925 48 48 0.00E+00 -15.86 -75.58
1 18.8152 35.1923 49 49 0.00E+00 -15.86 -75.58
1 18.8131 35.1889 50 50 0.00E+00 -15.86 -75.58
1 18.8054 35.1906 51 51 0.00E+00 -15.86 -75.58
1 18.7892 35.1918 52 52 0.00E+00 -15.86 -75.58
1 18.7764 35.1956 53 53 0.00E+00 -15.86 -75.58
1 18.769 35.197 54 54 0.00E+00 -15.86 -75.58
1 18.7543 35.1913 55 55 0.00E+00 -15.86 -75.58
1 18.7303 35.189 56 56 0.00E+00 -15.86 -75.58
1 18.7048 35.1895 57 57 0.00E+00 -15.86 -75.58
1 18.6463 35.1737 58 58 0.00E+00 -15.86 -75.58
1 18.5967 35.1723 59 59 0.00E+00 -15.86 -75.58
1 18.5752 35.1585 60 60 0.00E+00 -15.86 -75.58
1 18.5911 35.1516 61 61 0.00E+00 -15.86 -75.58
1 18.4056 35.1568 62 62 0.00E+00 -15.86 -75.58
1 18.3576 35.159 63 63 0.00E+00 -15.86 -75.58
1 18.2266 35.1554 64 64 0.00E+00 -15.86 -75.58
1 18.0225 35.1593 65 65 0.00E+00 -15.86 -75.58
1 17.4581 35.1445 66 66 0.00E+00 -15.86 -75.58
1 17.189 35.121 67 67 0.00E+00 -15.86 -75.58
1 16.7331 35.0896 68 68 0.00E+00 -15.86 -75.58
1 16.5797 35.0399 69 69 0.00E+00 -15.86 -75.58
1 16.4796 35.0314 70 70 0.00E+00 -15.86 -75.58
1 16.4392 35.0019 71 71 0.00E+00 -15.86 -75.58
1 16.3387 34.9793 72 72 0.00E+00 -15.86 -75.58
1 16.2619 35.0196 73 73 0.00E+00 -15.86 -75.58
1 16.1515 35.0044 74 74 0.00E+00 -15.86 -75.58
1 16.0744 34.9938 75 75 0.00E+00 -15.86 -75.58
1 16.0134 35.0101 76 76 0.00E+00 -15.86 -75.58
1 15.9748 35.0068 77 77 0.00E+00 -15.86 -75.58
1 15.9182 35.0208 78 78 0.00E+00 -15.86 -75.58
1 15.913 34.9996 79 79 0.00E+00 -15.86 -75.58
1 15.8917 34.992 80 80 0.00E+00 -15.86 -75.58
1 15.7806 34.9817 81 81 0.00E+00 -15.86 -75.58
1 15.6463 34.9811 82 82 0.00E+00 -15.86 -75.58
1 15.5846 34.976 83 83 0.00E+00 -15.86 -75.58
1 15.5493 34.9719 84 84 0.00E+00 -15.86 -75.58
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1 15.3934 34.9791 90 90 0.00E+00 -15.86 -75.58
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1 15.205 34.9675 93 93 0.00E+00 -15.86 -75.58
1 15.1713 34.975 94 94 0.00E+00 -15.86 -75.58
1 15.1417 34.9653 95 95 0.00E+00 -15.86 -75.58
1 15.0889 34.9517 96 96 0.00E+00 -15.86 -75.58
1 15.036 34.9526 97 97 0.00E+00 -15.86 -75.58
1 14.9963 34.9558 98 98 0.00E+00 -15.86 -75.58
1 14.9929 34.9634 99 99 0.00E+00 -15.86 -75.58
1 14.9794 34.9709 100 100 0.00E+00 -15.86 -75.58
1 14.9665 34.9774 101 101 0.00E+00 -15.86 -75.58
1 14.9587 34.978 102 102 0.00E+00 -15.86 -75.58
1 14.8353 34.9539 103 103 0.00E+00 -15.86 -75.58
1 14.7901 34.9461 104 104 0.00E+00 -15.86 -75.58
1 14.7635 34.9309 105 105 0.00E+00 -15.86 -75.58
1 14.737 34.9222 106 106 0.00E+00 -15.86 -75.58
1 14.7285 34.9297 107 107 0.00E+00 -15.86 -75.58
1 14.7139 34.9239 108 108 0.00E+00 -15.86 -75.58
1 14.6831 34.9249 109 109 0.00E+00 -15.86 -75.58
1 14.6406 34.9392 110 110 0.00E+00 -15.86 -75.58
1 14.6026 34.9337 111 111 0.00E+00 -15.86 -75.58
1 14.6126 34.9222 112 112 0.00E+00 -15.86 -75.58
1 14.5292 34.9187 113 113 0.00E+00 -15.86 -75.58
1 14.4888 34.9152 114 114 0.00E+00 -15.86 -75.58
1 14.4349 34.9114 115 115 0.00E+00 -15.86 -75.58
1 14.3986 34.9158 116 116 0.00E+00 -15.86 -75.58
1 14.3978 34.9011 117 117 0.00E+00 -15.86 -75.58
1 14.3053 34.9143 118 118 0.00E+00 -15.86 -75.58
1 14.2467 34.9276 119 119 0.00E+00 -15.86 -75.58
1 14.239 34.9117 120 120 0.00E+00 -15.86 -75.58
1 14.2467 34.9076 121 121 0.00E+00 -15.86 -75.58
1 14.2354 34.9269 122 122 0.00E+00 -15.86 -75.58
1 14.2282 34.9352 123 123 0.00E+00 -15.86 -75.58
1 13.8694 34.9217 124 124 0.00E+00 -15.86 -75.58
1 13.8623 34.9097 125 125 0.00E+00 -15.86 -75.58
1 13.832 34.8897 126 126 0.00E+00 -15.86 -75.58
1 13.7709 34.8693 127 127 0.00E+00 -15.86 -75.58
1 13.755 34.8342 128 128 0.00E+00 -15.86 -75.58
1 13.6727 34.8252 129 129 0.00E+00 -15.86 -75.58
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1 13.5903 34.7837 131 131 0.00E+00 -15.86 -75.58
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1 13.5533 34.7896 133 133 0.00E+00 -15.86 -75.58
1 13.5313 34.7942 134 134 0.00E+00 -15.86 -75.58
1 13.5012 34.7908 135 135 0.00E+00 -15.86 -75.58
1 13.4983 34.7933 136 136 0.00E+00 -15.86 -75.58
1 13.4723 34.79 137 137 0.00E+00 -15.86 -75.58
1 13.4614 34.7871 138 138 0.00E+00 -15.86 -75.58
1 13.4438 34.7807 139 139 0.00E+00 -15.86 -75.58
1 13.3555 34.7941 140 140 0.00E+00 -15.86 -75.58
1 13.3064 34.7822 141 141 0.00E+00 -15.86 -75.58
1 13.2336 34.7939 142 142 0.00E+00 -15.86 -75.58
1 13.1946 34.8486 143 143 0.00E+00 -15.86 -75.58
1 13.2437 34.8308 144 144 0.00E+00 -15.86 -75.58
1 13.2687 34.8327 145 145 0.00E+00 -15.86 -75.58
1 13.3005 34.8444 146 146 0.00E+00 -15.86 -75.58
1 13.3364 34.8356 147 147 0.00E+00 -15.86 -75.58
1 13.32 34.8539 148 148 0.00E+00 -15.86 -75.58
1 13.2936 34.8586 149 149 0.00E+00 -15.86 -75.58
1 13.2774 34.8593 150 150 0.00E+00 -15.86 -75.58
1 13.2794 34.8595 151 151 0.00E+00 -15.86 -75.58
1 13.2902 34.8619 152 152 0.00E+00 -15.86 -75.58
1 13.2682 34.8628 153 153 0.00E+00 -15.86 -75.58
1 13.2573 34.8607 154 154 0.00E+00 -15.86 -75.58
1 13.2504 34.8508 155 155 0.00E+00 -15.86 -75.58
1 13.2315 34.8698 156 156 0.00E+00 -15.86 -75.58
1 13.2077 34.8662 157 157 0.00E+00 -15.86 -75.58
1 13.1962 34.86 158 158 0.00E+00 -15.86 -75.58
1 13.176 34.8701 159 159 0.00E+00 -15.86 -75.58
1 13.1485 34.8664 160 160 0.00E+00 -15.86 -75.58
1 13.1325 34.8776 161 161 0.00E+00 -15.86 -75.58
1 13.1377 34.8853 162 162 0.00E+00 -15.86 -75.58
1 13.1202 34.8864 163 163 0.00E+00 -15.86 -75.58
1 13.1022 34.8858 164 164 0.00E+00 -15.86 -75.58
1 13.1022 34.8906 165 165 0.00E+00 -15.86 -75.58
1 13.0934 34.8743 166 166 0.00E+00 -15.86 -75.58
1 13.0417 34.8666 167 167 0.00E+00 -15.86 -75.58
1 13.0093 34.8918 168 168 0.00E+00 -15.86 -75.58
1 12.981 34.8657 169 169 0.00E+00 -15.86 -75.58
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1 12.9671 34.8819 171 171 0.00E+00 -15.86 -75.58
1 12.9718 34.8803 172 172 0.00E+00 -15.86 -75.58
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1 12.9497 34.8773 174 174 0.00E+00 -15.86 -75.58
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1 12.867 34.8834 178 178 0.00E+00 -15.86 -75.58
1 12.8632 34.8641 179 179 0.00E+00 -15.86 -75.58
1 12.8639 34.8748 180 180 0.00E+00 -15.86 -75.58
1 12.8457 34.8774 181 181 0.00E+00 -15.86 -75.58
1 12.8269 34.8718 182 182 0.00E+00 -15.86 -75.58
1 12.8065 34.8751 183 183 0.00E+00 -15.86 -75.58
1 12.792 34.8657 184 184 0.00E+00 -15.86 -75.58
1 12.7571 34.8571 185 185 0.00E+00 -15.86 -75.58
1 12.7474 34.8666 186 186 0.00E+00 -15.86 -75.58
1 12.7302 34.8672 187 187 0.00E+00 -15.86 -75.58
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1 12.7067 34.8697 189 189 0.00E+00 -15.86 -75.58
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1 12.6301 34.8612 194 194 0.00E+00 -15.86 -75.58
1 12.6042 34.8562 195 195 0.00E+00 -15.86 -75.58
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1 12.5676 34.8599 197 197 0.00E+00 -15.86 -75.58
1 12.5536 34.8638 198 198 0.00E+00 -15.86 -75.58
1 12.5435 34.8751 199 199 0.00E+00 -15.86 -75.58
1 12.5329 34.8682 200 200 0.00E+00 -15.86 -75.58
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1 12.479 34.8575 204 204 0.00E+00 -15.86 -75.58
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1 12.3941 34.8494 207 207 0.00E+00 -15.86 -75.58
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1 12.3461 34.8429 210 210 0.00E+00 -15.86 -75.58
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1 12.0282 34.8119 227 227 0.00E+00 -15.86 -75.58
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1 11.7802 34.7999 243 243 0.00E+00 -15.86 -75.58
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1 11.3131 34.7798 268 268 0.00E+00 -15.86 -75.58
1 11.3013 34.7775 269 269 0.00E+00 -15.86 -75.58
1 11.285 34.776 270 270 0.00E+00 -15.86 -75.58
1 11.2584 34.7773 271 271 0.00E+00 -15.86 -75.58
1 11.2563 34.7665 272 272 0.00E+00 -15.86 -75.58
1 11.238 34.7743 273 273 0.00E+00 -15.86 -75.58
1 11.2265 34.7772 274 274 0.00E+00 -15.86 -75.58
1 11.2228 34.7758 275 275 0.00E+00 -15.86 -75.58
1 11.2117 34.7766 276 276 0.00E+00 -15.86 -75.58
1 11.2051 34.7751 277 277 0.00E+00 -15.86 -75.58
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1 11.186 34.7847 279 279 0.00E+00 -15.86 -75.58
1 11.1672 34.7818 280 280 0.00E+00 -15.86 -75.58
1 11.1671 34.7832 281 281 0.00E+00 -15.86 -75.58
1 11.0884 34.7707 282 282 0.00E+00 -15.86 -75.58
1 11.0829 34.7499 283 283 0.00E+00 -15.86 -75.58
1 11.0415 34.7544 284 284 0.00E+00 -15.86 -75.58
1 11.0021 34.7485 285 285 0.00E+00 -15.86 -75.58
1 10.9702 34.7581 286 286 0.00E+00 -15.86 -75.58
1 10.956 34.7505 287 287 0.00E+00 -15.86 -75.58
1 10.9068 34.7519 288 288 0.00E+00 -15.86 -75.58
1 10.8879 34.7487 289 289 0.00E+00 -15.86 -75.58
1 10.8737 34.7429 290 290 0.00E+00 -15.86 -75.58
1 10.8504 34.7596 291 291 0.00E+00 -15.86 -75.58
1 10.8244 34.7335 292 292 0.00E+00 -15.86 -75.58
1 10.8113 34.7439 293 293 0.00E+00 -15.86 -75.58
1 10.7966 34.7507 294 294 0.00E+00 -15.86 -75.58
1 10.7904 34.7486 295 295 0.00E+00 -15.86 -75.58
1 10.7942 34.7569 296 296 0.00E+00 -15.86 -75.58
1 10.7684 34.7497 297 297 0.00E+00 -15.86 -75.58
1 10.7443 34.7497 298 298 0.00E+00 -15.86 -75.58
1 10.7414 34.7422 299 299 0.00E+00 -15.86 -75.58
1 10.7273 34.7467 300 300 0.00E+00 -15.86 -75.58
1 10.7063 34.7507 301 301 0.00E+00 -15.86 -75.58
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1 8.4108 34.6189 456 456 0.00E+00 -15.86 -75.58
1 8.4075 34.6215 457 457 0.00E+00 -15.86 -75.58
1 8.4047 34.6207 458 458 0.00E+00 -15.86 -75.58
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1 7.6865 34.5912 528 528 0.00E+00 -15.86 -75.58
1 7.6847 34.5884 529 529 0.00E+00 -15.86 -75.58
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Imágen de perfil de JOSE JEREMIAS CABALLERO
Val: 6.975
Oro
Ha mantenido su posición en Matlab (en relación al último mes)
Gráfica de Matlab

Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

Publicado por JOSE JEREMIAS CABALLERO (5917 intervenciones) el 02/11/2018 17:36:24
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clear all,
 M=importdata('ESTinvierno_01_DHN0612.txt');
cantidad_de_matrices=4;
for i=1:cantidad_de_matrices
    r = unique(randi([1,size(M,1)],1,size(M,1)),'stable')';
   v=genvarname(['V',num2str(i)]);
   eval([v,'=M(r,:)']);
end
whos


1
>> nuevas_matrices1

Saludos
JOSE JEREMIAS CABALLERO
Asesor de Proyectos con Matlab
Servicios de programación matlab


http://matlabcaballero.blogspot.com
https://www.facebook.com/matlabcaballero
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sin imagen de perfil
Val: 23
Ha disminuido su posición en 3 puestos en Matlab (en relación al último mes)
Gráfica de Matlab

Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

Publicado por Nick (14 intervenciones) el 03/11/2018 04:00:47
Muchas gracias por tu consejo estimado José, una última consulta, si deseo guardar esos 4 archivos como un txt es decir:
Si el original es ESTinvierno_01_DHN0612.txt que los demas archivos sean

ESTinvierno_01_DHN0612_caso1.txt
ESTinvierno_01_DHN0612_caso2.txt
.....
....
ESTinvierno_01_DHN0612_cason.txt

utilizo dlmwrite o save dentro del bucle?
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Imágen de perfil de JOSE JEREMIAS CABALLERO
Val: 6.975
Oro
Ha mantenido su posición en Matlab (en relación al último mes)
Gráfica de Matlab

Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

Publicado por JOSE JEREMIAS CABALLERO (5917 intervenciones) el 03/11/2018 04:16:25
puede usar cualquier de los casos, puedes revisar doc dlmwrite y doc save y ver la mejor opción.
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sin imagen de perfil
Val: 23
Ha disminuido su posición en 3 puestos en Matlab (en relación al último mes)
Gráfica de Matlab

Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

Publicado por Nick (14 intervenciones) el 03/11/2018 04:34:32
Disculpa mi ignorancia Jose, intente con ello y no me sale, serias tan amable de indicarme mi error
dlmwrite(['V',num2str(i)], v ,'precision','%13.6f','delimiter',' ' );

Gracias
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Imágen de perfil de JOSE JEREMIAS CABALLERO
Val: 6.975
Oro
Ha mantenido su posición en Matlab (en relación al último mes)
Gráfica de Matlab

Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

Publicado por JOSE JEREMIAS CABALLERO (5917 intervenciones) el 03/11/2018 05:26:26
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clear all,
 M=importdata('ESTinvierno_01_DHN0612.txt');
cantidad_de_matrices=2;
for i=1:cantidad_de_matrices
    r = unique(randi([1,size(M,1)],1,size(M,1)),'stable')';
   dlmwrite(['V',num2str(i),'.txt'], M(r,:) ,'precision','%12.4f','delimiter',' ' );
end

1
>> nuevas_matrices1

Saludos
JOSE JEREMIAS CABALLERO
Asesor de Proyectos con Matlab
Servicios de programación matlab


http://matlabcaballero.blogspot.com
https://www.facebook.com/matlabcaballero
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Imágen de perfil de JOSE JEREMIAS CABALLERO
Val: 6.975
Oro
Ha mantenido su posición en Matlab (en relación al último mes)
Gráfica de Matlab

Eliminar solo filas aleatoriamente y crear nuevas matrices desde una matriz original.

Publicado por JOSE JEREMIAS CABALLERO (5917 intervenciones) el 04/11/2018 14:46:16
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clear all,
 M=importdata('ESTinvierno_01_DHN0612.txt');
cantidad_de_matrices=2;
for i=1:cantidad_de_matrices
    r = unique(randi([1,size(M,1)],1,size(M,1)),'stable')';
   dlmwrite(['ESTinvierno_01_DHN0612_caso',num2str(i),'.txt'], M(r,:) ,'precision','%12.4f','delimiter',' ' );
end
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