| Author |
Comment/Response |
A. R. S.
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 04/22/12 4:25pm
I have a linear system of the form AX = 0, which is underdefined. Im trying to compute, if possible, an X such that |X| != 0 that satisfies this equations - or somehow determine that no such X exists. If I use Mathematica's linearsolve function, I'll always receive {0,0,...} for an X. Can somebody give me any suggestions as to how to proceed? Thanks!
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