Supose there is a matrix A which is an M-matrix. Then A(1) is formed after one step of gaussian elimination such that:
A(1) = M(1)*A.
How can I prove that A(1) is still an M matrix?
Supose there is a matrix A which is an M-matrix. Then A(1) is formed after one step of gaussian elimination such that:
A(1) = M(1)*A.
How can I prove that A(1) is still an M matrix?
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