All those discussions about inverting matrices over Z2 make me curious to know what kind of problems can be solved by inverting such matrices.
I suppose that the actual problem, with which Shachar is struggling, is proprietary information. However, is it possible to indicate the kind of problems which can be attacked by inverting a matrix over Z2? --- Omer On Sun, 2015-08-09 at 19:50 +0300, Shachar Shemesh wrote: > On 09/08/2015 13:29, Matan Ziv-Av wrote: > > > On Sun, 9 Aug 2015, Oleg Goldshmidt wrote: > > > Shachar Shemesh <shac...@shemesh.biz> writes: > > > > Hi all, I'm looking for a tool/code to invert a matrix. So far, > > > > this sounds trivial. I have one special requirement. I did not > > > > think it was too special, except I could not find anywhere that > > > > supplied it. I want the matrix to be over a different field > > > > (i.e. - not the real numbers). In my particular case, I want it > > > > to be over Z2 (zero and one). [... snipped ...] -- The brain does not use addresses. www.werner-seyfried.com My own blog is at http://www.zak.co.il/tddpirate/ My opinions, as expressed in this E-mail message, are mine alone. They do not represent the official policy of any organization with which I may be affiliated in any way. WARNING TO SPAMMERS: at http://www.zak.co.il/spamwarning.html _______________________________________________ Linux-il mailing list Linux-il@cs.huji.ac.il http://mailman.cs.huji.ac.il/mailman/listinfo/linux-il
