![]() To compute the $i$th row of $C$, r = floor(i/M) Īctually this will not quite work in Matlab, because the math above uses arrays that index from 0, whereas Matlab uses 1-based arrays unfortunately I don't have Matlab handy to test those implementation details.Įven so, stacking up a few rows computed along these lines might be more efficient for your application than selecting a subset from the full Kronecker product. The corresponding algorithm would be something like this. But there are lot of other factors which decide how well a program can run on your PC, like available RAM, hard disk space, GPU. (I hoped to find a nice reference for this online somewhere but I could not so here is a little sketch.) Answer: Actually i3 processor surely can run MATLAB, even GTA 5 at high settings. ![]() ![]() It seems that, roughly speaking, the row of a Kronecker product is a Kronecker product of rows.
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