On 2013-03-19, Victor Miller victorsmil...@gmail.com wrote:
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Suppose that A is an m by n integer matrix. Its Gram matrix is G = A*A^t.
If A is not full rank, then G has some eigenvalues of 0. If I do
Thanks Dima and John, In the meantime, since I have Magma available to me I
tried to use magma's functions. What I'm really interested is getting the
unimodular (when it makes sense to use that term) transition matrix needed
to put a matrix in reduced form. It looks like, but correct me if
Aha, I found the nvals= option to magma commands. So for now I'll use
that. I would like to ask that LLL optionally return the transition matrix
(and also BKZ if that's possible).
Victor
On Tuesday, March 19, 2013 2:38:02 PM UTC-4, Victor Miller wrote:
Suppose that A is an m by n integer
