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how to use ga function to calculate a matrix

5 vues (au cours des 30 derniers jours)
yijia
yijia le 4 Nov 2023
Commenté : yijia le 7 Nov 2023
I want to use ga function to calculate a matrix with 13 × 1 shape.
In the folloing code, spectra is a 413 × 13 matrix, random_matrix is a 413 × 1 matrix.
lb = zeros(13, 1); % Lower bounds for each element of the matrix
ub = ones(13, 1); % Upper bounds for each element of the matrix
fitnessFcn = @(x) mean((spectra * x - random_matrix).^2);
options = optimset('Display', 'iter');
[xOpt, fOpt] = ga(fitnessFcn, 13, [], [], [], [], lb, ub, [], options);
I wonder how to use ga function to calculate a matrix by the function which has matrix multiplying.
The bug log is the folloing, and times. function cannot solve the problem.
Can anyone give me an example about calculating a matrix by the function which has matrix multiplying.
错误使用 *
用于矩阵乘法的维度不正确。请检查并确保第一个矩阵中的列数与第二个矩阵中的行数匹配。要单独对矩阵的每个元素进行运算,请使用 TIMES (.*)执行按元素相乘。
出错 untitled>@(x)mean((spectra*x-random_matrix).^2) (104 )
fitnessFcn = @(x) mean((spectra * x - random_matrix).^2);
出错 createAnonymousFcn>@(x)fcn(x,FcnArgs{:}) (11 )
fcn_handle = @(x) fcn(x,FcnArgs{:});
出错 makeState (58 )
firstMemberScore = FitnessFcn(state.Population(initScoreProvided+1,:));
出错 galincon (24 )
state = makeState(GenomeLength,FitnessFcn,Iterate,output.problemtype,options);
出错 ga (420 )
[x,fval,exitFlag,output,population,scores] = galincon(FitnessFcn,nvars, ...
出错 untitled (110 )
[xOpt, fOpt] = ga(fitnessFcn, 13, [], [], [], [], lb, ub, [], options);
原因:
Failure in initial user-supplied fitness function evaluation. GA cannot continue.

Réponse acceptée

Walter Roberson
Walter Roberson le 4 Nov 2023
When you ask for 13 variables, your function will get passed a row vector 1 x 13. Your code assumes that it will receive a column vector.
The shape you give for ub and lb does not affect the shape of the vector that is passed to your function.
  1 commentaire
yijia
yijia le 7 Nov 2023
Thank you very much! When i change the "spectra * x" to "spectra * transpose(x)", it works.

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