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Given non-negative matrix A size m by n, and positive vector b size m by 1, how to obtain linear algebra solution of non-negative vector x?
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Cut-set matrix is defined by kij, i=1..(n-1), j=1..m, where n=number of vertices and m=number of arcs of a directed graph with kij=+1 if the i-th cut-set includes the j-th arch with the same...
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Is it possible to decompose a conditional probability with three or more elements (i.e. events) into conditional probability of only two elements or the marginal probability of one element?...
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