generate a random matrix with constraints

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hello,
I break a question about a problem I have to solve but I do not know if what I want to do is possible. I have a matrix (193.1) I will call A, is a column vector. I want to generate a matrix (193.3) or the sum of line 1 is equal to the value of A (1,1). the values taken by A are between 0.5 and -0.5, it's continues values. My matrix A does not always have the same value or complexity of the problem. If someone has an idea that would help me a lot. Thank you.

Accepted Answer

Walter Roberson
Walter Roberson on 4 Apr 2014
  12 Comments
Image Analyst
Image Analyst on 5 Apr 2014
You are missing a comma after (m-1)] and before the n. Try it like this:
index = p + repmat ([0: n: n * (m-1)], n, 1)
x = (b-a) * x (index) + a; % Switches & rescale x
Now that will also bomb if index is some fractional number, a negative number, or zero, so be sure you know what indexes you ever might expect to get.
vachelard
vachelard on 5 Apr 2014
just to be sure I get the correct code. Rhedgefund = Y (:, 1);
cols_to_generate = 3;
for K = 1: length (Y)
    Neva (K, :) = randfixedsum (1 cols_to_generate, Y (K), -0.15, 0.15);
end
or Y is my data matrix 193 * 1 which is my target matrix.

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More Answers (1)

vachelard
vachelard on 4 Apr 2014
Your two answers are good but not exactly give me the desired result. I'll try to explain better.
I expected returns monthly for 15 years. I try to generated a matrix whose sum line by line give me the monthly return of my base matrix. Knowing the values of my matrix generated can be negative. I tried this code but the values are just positive: mat = rand(193, 3); rowsum = sum(mat,2); mat = bsxfun(@rdivide, mat, rowsum);

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