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3 questions with no upvoted or accepted answers
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How to find a positive solution to an under-determined linear system (if such a solution exists)?
Like the title says, if an under-determined system of linear equations does have at least one positive solution, how to find it efficiently?
Suppose we have an under-determined system:
$$Ax = b$$
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Matrix Minimax problem
I have the equation $\Sigma_k(M_k{p_k})V=EV$, where the $M_k$ are n*n real Hermitian matrices, $V$ is a n*n eigenvector matrix, $E$ a dim-n energy eigenvector and the $p_k$ scalar parameters. The $M_k$...
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Covariance matrix formula interpretation - what am I missing?
I'm reading a paper that outlines the calculation of a covariance matrix like the following:
$C=\displaystyle\sum^{N_b}_{i=1}\vec{x}_i\vec{x}_i^T$
What is the order of this matrix? My interpretation ...