Mattias EngdegÄrd writes: > No doubt there are better ways of computing the determinant for > non-numeric matrices. In particular, division shouldn't be necessary > at all, and the current algorithm results in some untidy > expressions. For example, the determinant of > > [a 0 0 1] > [0 b 0 0] > [0 0 c 0] > [1 0 0 d] > > is given as abc*(d-1/a), falsely giving the impression of being > undefined for a=0, rather than bc(ad-1). I see. Yes, using a fraction-free algorithm would be good. But for the moment, getting bc(ad-1) as the result is one `j M' away.