Subject: =?utf-8?q?How_to_solve_triangular_System_XA=3DB=3F?= Newsgroups: gmane.comp.lib.boost.ublas Date: Friday 13th April 2012 17:29:39 UTC (over 5 years ago) Hi list, i usually only need to solve triangular systems of the type AX=B (with A, X and B being matrices) for which inplace_solve seems to work quite well. But now i have to solve the system XA=B. For vectors exists a special version which is designed for this, e.g. inplace_solve(b,A,blas::lower); But there is no such function for the matrix case. Is there an easy way to emulate the behaviour? I am currently thinking about whether transposing the matrices might help, but i am not sure whether this works as expected when calling inplace_solve(trans(A),trans(B),...) this should be equivalent to A^T X^T = B^T => X A = B is that correct? Greetings, Oswin _______________________________________________ ublas mailing list ublas@lists.boost.org http://lists.boost.org/mailman/listinfo.cgi/ublas Sent to: gclbu-ublas-dev-3@gmane.org |
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