for文による変数の生成

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non
non on 30 May 2022
Commented: non on 30 May 2022
初歩的なご質問を失礼いたします。
配列M( 217×409 cell) から、以下のようにw1,w2...w409を定義したいのです。
for文で、代入することができず、解決策はありますでしょうか。
cellの中には、5×5の値が入っており、w1,w2...w409は5×5の行列で取得したいです。
w1=M{1,1};
w2=M{1,2};
w3=M{1,3};
w4=M{1,4};
w5=M{1,5};
もしくは、配列内の要素を直接取り出すことは可能でしょうか(M{1,1}内の要素を指定したいです)。

Accepted Answer

Atsushi Ueno
Atsushi Ueno on 30 May 2022
前者には eval 関数が使えますが推奨されません。直接 M{r, c} で参照すれば事足ります。
M(1:217,1:409) = {rand(5)} % cell配列M (217×409 cell) の各々に5×5の行列(中身は乱数)を格納
M = 217×409 cell array
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{5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double} {5×5 double}
% for文で、代入することができず、解決策はありますでしょうか
for i = 1:size(M,2)
eval(sprintf('w%d=M{1,%d};',i,i)); % w1,w2...w409は5×5の行列
end
whos % 出来た変数409個を確認
Name Size Bytes Class Attributes M 217x409 26980912 cell cmdout 1x33 66 char i 1x1 8 double w1 5x5 200 double w10 5x5 200 double w100 5x5 200 double w101 5x5 200 double w102 5x5 200 double w103 5x5 200 double w104 5x5 200 double w105 5x5 200 double w106 5x5 200 double w107 5x5 200 double w108 5x5 200 double w109 5x5 200 double w11 5x5 200 double w110 5x5 200 double w111 5x5 200 double w112 5x5 200 double w113 5x5 200 double w114 5x5 200 double w115 5x5 200 double w116 5x5 200 double w117 5x5 200 double w118 5x5 200 double w119 5x5 200 double w12 5x5 200 double w120 5x5 200 double w121 5x5 200 double w122 5x5 200 double w123 5x5 200 double w124 5x5 200 double w125 5x5 200 double w126 5x5 200 double w127 5x5 200 double w128 5x5 200 double w129 5x5 200 double w13 5x5 200 double w130 5x5 200 double w131 5x5 200 double w132 5x5 200 double w133 5x5 200 double w134 5x5 200 double w135 5x5 200 double w136 5x5 200 double w137 5x5 200 double w138 5x5 200 double w139 5x5 200 double w14 5x5 200 double w140 5x5 200 double w141 5x5 200 double w142 5x5 200 double w143 5x5 200 double w144 5x5 200 double w145 5x5 200 double w146 5x5 200 double w147 5x5 200 double w148 5x5 200 double w149 5x5 200 double w15 5x5 200 double w150 5x5 200 double w151 5x5 200 double w152 5x5 200 double w153 5x5 200 double w154 5x5 200 double w155 5x5 200 double w156 5x5 200 double w157 5x5 200 double w158 5x5 200 double w159 5x5 200 double w16 5x5 200 double w160 5x5 200 double w161 5x5 200 double w162 5x5 200 double w163 5x5 200 double w164 5x5 200 double w165 5x5 200 double w166 5x5 200 double w167 5x5 200 double w168 5x5 200 double w169 5x5 200 double w17 5x5 200 double w170 5x5 200 double w171 5x5 200 double w172 5x5 200 double w173 5x5 200 double w174 5x5 200 double w175 5x5 200 double w176 5x5 200 double w177 5x5 200 double w178 5x5 200 double w179 5x5 200 double w18 5x5 200 double w180 5x5 200 double w181 5x5 200 double w182 5x5 200 double w183 5x5 200 double w184 5x5 200 double w185 5x5 200 double w186 5x5 200 double w187 5x5 200 double w188 5x5 200 double w189 5x5 200 double w19 5x5 200 double w190 5x5 200 double w191 5x5 200 double w192 5x5 200 double w193 5x5 200 double w194 5x5 200 double w195 5x5 200 double w196 5x5 200 double w197 5x5 200 double w198 5x5 200 double w199 5x5 200 double w2 5x5 200 double w20 5x5 200 double w200 5x5 200 double w201 5x5 200 double w202 5x5 200 double w203 5x5 200 double w204 5x5 200 double w205 5x5 200 double w206 5x5 200 double w207 5x5 200 double w208 5x5 200 double w209 5x5 200 double w21 5x5 200 double w210 5x5 200 double w211 5x5 200 double w212 5x5 200 double w213 5x5 200 double w214 5x5 200 double w215 5x5 200 double w216 5x5 200 double w217 5x5 200 double w218 5x5 200 double w219 5x5 200 double w22 5x5 200 double w220 5x5 200 double w221 5x5 200 double w222 5x5 200 double w223 5x5 200 double w224 5x5 200 double w225 5x5 200 double w226 5x5 200 double w227 5x5 200 double w228 5x5 200 double w229 5x5 200 double w23 5x5 200 double w230 5x5 200 double w231 5x5 200 double w232 5x5 200 double w233 5x5 200 double w234 5x5 200 double w235 5x5 200 double w236 5x5 200 double w237 5x5 200 double w238 5x5 200 double w239 5x5 200 double w24 5x5 200 double w240 5x5 200 double w241 5x5 200 double w242 5x5 200 double w243 5x5 200 double w244 5x5 200 double w245 5x5 200 double w246 5x5 200 double w247 5x5 200 double w248 5x5 200 double w249 5x5 200 double w25 5x5 200 double w250 5x5 200 double w251 5x5 200 double w252 5x5 200 double w253 5x5 200 double w254 5x5 200 double w255 5x5 200 double w256 5x5 200 double w257 5x5 200 double w258 5x5 200 double w259 5x5 200 double w26 5x5 200 double w260 5x5 200 double w261 5x5 200 double w262 5x5 200 double w263 5x5 200 double w264 5x5 200 double w265 5x5 200 double w266 5x5 200 double w267 5x5 200 double w268 5x5 200 double w269 5x5 200 double w27 5x5 200 double w270 5x5 200 double w271 5x5 200 double w272 5x5 200 double w273 5x5 200 double w274 5x5 200 double w275 5x5 200 double w276 5x5 200 double w277 5x5 200 double w278 5x5 200 double w279 5x5 200 double w28 5x5 200 double w280 5x5 200 double w281 5x5 200 double w282 5x5 200 double w283 5x5 200 double w284 5x5 200 double w285 5x5 200 double w286 5x5 200 double w287 5x5 200 double w288 5x5 200 double w289 5x5 200 double w29 5x5 200 double w290 5x5 200 double w291 5x5 200 double w292 5x5 200 double w293 5x5 200 double w294 5x5 200 double w295 5x5 200 double w296 5x5 200 double w297 5x5 200 double w298 5x5 200 double w299 5x5 200 double w3 5x5 200 double w30 5x5 200 double w300 5x5 200 double w301 5x5 200 double w302 5x5 200 double w303 5x5 200 double w304 5x5 200 double w305 5x5 200 double w306 5x5 200 double w307 5x5 200 double w308 5x5 200 double w309 5x5 200 double w31 5x5 200 double w310 5x5 200 double w311 5x5 200 double w312 5x5 200 double w313 5x5 200 double w314 5x5 200 double w315 5x5 200 double w316 5x5 200 double w317 5x5 200 double w318 5x5 200 double w319 5x5 200 double w32 5x5 200 double w320 5x5 200 double w321 5x5 200 double w322 5x5 200 double w323 5x5 200 double w324 5x5 200 double w325 5x5 200 double w326 5x5 200 double w327 5x5 200 double w328 5x5 200 double w329 5x5 200 double w33 5x5 200 double w330 5x5 200 double w331 5x5 200 double w332 5x5 200 double w333 5x5 200 double w334 5x5 200 double w335 5x5 200 double w336 5x5 200 double w337 5x5 200 double w338 5x5 200 double w339 5x5 200 double w34 5x5 200 double w340 5x5 200 double w341 5x5 200 double w342 5x5 200 double w343 5x5 200 double w344 5x5 200 double w345 5x5 200 double w346 5x5 200 double w347 5x5 200 double w348 5x5 200 double w349 5x5 200 double w35 5x5 200 double w350 5x5 200 double w351 5x5 200 double w352 5x5 200 double w353 5x5 200 double w354 5x5 200 double w355 5x5 200 double w356 5x5 200 double w357 5x5 200 double w358 5x5 200 double w359 5x5 200 double w36 5x5 200 double w360 5x5 200 double w361 5x5 200 double w362 5x5 200 double w363 5x5 200 double w364 5x5 200 double w365 5x5 200 double w366 5x5 200 double w367 5x5 200 double w368 5x5 200 double w369 5x5 200 double w37 5x5 200 double w370 5x5 200 double w371 5x5 200 double w372 5x5 200 double w373 5x5 200 double w374 5x5 200 double w375 5x5 200 double w376 5x5 200 double w377 5x5 200 double w378 5x5 200 double w379 5x5 200 double w38 5x5 200 double w380 5x5 200 double w381 5x5 200 double w382 5x5 200 double w383 5x5 200 double w384 5x5 200 double w385 5x5 200 double w386 5x5 200 double w387 5x5 200 double w388 5x5 200 double w389 5x5 200 double w39 5x5 200 double w390 5x5 200 double w391 5x5 200 double w392 5x5 200 double w393 5x5 200 double w394 5x5 200 double w395 5x5 200 double w396 5x5 200 double w397 5x5 200 double w398 5x5 200 double w399 5x5 200 double w4 5x5 200 double w40 5x5 200 double w400 5x5 200 double w401 5x5 200 double w402 5x5 200 double w403 5x5 200 double w404 5x5 200 double w405 5x5 200 double w406 5x5 200 double w407 5x5 200 double w408 5x5 200 double w409 5x5 200 double w41 5x5 200 double w42 5x5 200 double w43 5x5 200 double w44 5x5 200 double w45 5x5 200 double w46 5x5 200 double w47 5x5 200 double w48 5x5 200 double w49 5x5 200 double w5 5x5 200 double w50 5x5 200 double w51 5x5 200 double w52 5x5 200 double w53 5x5 200 double w54 5x5 200 double w55 5x5 200 double w56 5x5 200 double w57 5x5 200 double w58 5x5 200 double w59 5x5 200 double w6 5x5 200 double w60 5x5 200 double w61 5x5 200 double w62 5x5 200 double w63 5x5 200 double w64 5x5 200 double w65 5x5 200 double w66 5x5 200 double w67 5x5 200 double w68 5x5 200 double w69 5x5 200 double w7 5x5 200 double w70 5x5 200 double w71 5x5 200 double w72 5x5 200 double w73 5x5 200 double w74 5x5 200 double w75 5x5 200 double w76 5x5 200 double w77 5x5 200 double w78 5x5 200 double w79 5x5 200 double w8 5x5 200 double w80 5x5 200 double w81 5x5 200 double w82 5x5 200 double w83 5x5 200 double w84 5x5 200 double w85 5x5 200 double w86 5x5 200 double w87 5x5 200 double w88 5x5 200 double w89 5x5 200 double w9 5x5 200 double w90 5x5 200 double w91 5x5 200 double w92 5x5 200 double w93 5x5 200 double w94 5x5 200 double w95 5x5 200 double w96 5x5 200 double w97 5x5 200 double w98 5x5 200 double w99 5x5 200 double
% 配列内の要素を直接取り出すことは可能でしょうか(M{1,1}内の要素を指定したいです)
M{1,1}(1,1) % cell配列{1,1}内の行列(1,1)番目の要素を直接取り出す
ans = 0.4964
M{1,1} % 上記値がcell配列{1,1}内の行列(1,1)番目の要素である事を確認
ans = 5×5
0.4964 0.8547 0.9248 0.7444 0.9189 0.4326 0.2324 0.7706 0.3422 0.4701 0.3551 0.0407 0.2441 0.3374 0.3318 0.6888 0.9852 0.1472 0.8125 0.5051 0.1266 0.4476 0.0692 0.8605 0.3228
  1 Comment
non
non on 30 May 2022
Atsushi Ueno 様
的確なご回答をありがとうございます。
教えていただいたM{1,1}(1,1)の形を使い、思うような計算をすることができました。
重ねてお礼申し上げます。

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