See
sage: A = Matrix(ZZ,10,10)
sage: A.LLL?
for details of what is wrapped (fpLLL (old version) + NTL).
On Wednesday 22 Aug 2012, William Stein wrote:
> On Tuesday, August 21, 2012, Julien Puydt wrote:
> > Le 20/08/2012 19:46, spyros a écrit :
> >> I would like to develop variants of the LLL al
On Tuesday, August 21, 2012, Julien Puydt wrote:
> Le 20/08/2012 19:46, spyros a écrit :
>>
>> I would like to develop variants of the LLL algorithm in SAGE. Can
someone
>> please inform me which variants already exist?
>
> I was hoping someone more knowledgeable would answer, but as it doesn't
ha
On Wednesday, 22 August 2012 20:55:14 UTC+8, Dima Pasechnik wrote:
>
> GAP has LLL implemented, too.
>
that is to say, neither GAP, nor, I think, the rest, have these
implementations exposed in Sage.
There was someone working (?) on implementing lattices in Sage in general,
although I don't kno
GAP has LLL implemented, too.
On Tuesday, 21 August 2012 19:44:28 UTC+8, Snark wrote:
>
> Le 20/08/2012 19:46, spyros a �crit :
> > I would like to develop variants of the LLL algorithm in SAGE. Can
> someone
> > please inform me which variants already exist?
>
> I was hoping someone more kn
Le 20/08/2012 19:46, spyros a écrit :
I would like to develop variants of the LLL algorithm in SAGE. Can someone
please inform me which variants already exist?
I was hoping someone more knowledgeable would answer, but as it doesn't
happen : sage contains libfplll, pari and flint -- I think tho
Hello everybody,
I would like to develop variants of the LLL algorithm in SAGE. Can someone
please inform me which variants already exist?
Thank you in advance,
Spyros
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