"Marco Bodrato" writes:
> I merged the current head with that 10 years old repository, try again.
Thanks for taking care of that!
Regards,
/Niels
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Niels Möller. PGP-encrypted email is preferred. Keyid 368C6677.
Internet email is subject to wholesale government
Ciao,
Il Lun, 7 Maggio 2018 9:02 pm, Victor Shoup ha scritto:
> I finally have time to study this.
> Then I found out about .bootstrap...that doesn't work either
> (no aclocal-1.8). Tried editing .bootstrap to remove "-1.8"...errors.
I merged the current head with that 10 years old repository,
Hi,
I finally have time to study this.
One problem is, I don't seem to be able to build it.
No configure file in the repo, so I trued autoconflots of errors.
Then I found out about .bootstrap...that doesn't work either
(no aclocal-1.8). Tried editing .bootstrap to remove "-1.8"...errors.
Presumably, that idea will work.
But based on my experience with multi-threading,
because of various overheads and latencies involved,
you have to make sure that there is enough work to do per
thread to make it worthwhile. Parallelizing the inner loops
like this may or may not yield the expected
Thanks!
> On Apr 4, 2018, at 4:53 PM, Niels Möller wrote:
>
> Victor Shoup writes:
>
>> So I guess I'm just asking where the FFT code is at and if there would be
>> any objections to my using it in that way.
>
> Here:
Victor Shoup writes:
> So I guess I'm just asking where the FFT code is at and if there would be any
> objections to my using it in that way.
Here: https://gmplib.org/repo/gcd-nisse/
The relation to gcd is that subquadratic gcd includes multiplication of
2x2 matrices, and I
Presumably, that idea will work.
But based on my experience with multi-threading,
because of various overheads and latencies involved,
you have to make sure that there is enough work to do per
thread to make it worthwhile. Parallelizing the inner loops
like this may or may not yield the expected
Hi
It is probably not useful to work much on the current FFT code. We
have
long planned--and worked quite a bit on--replacement FFT code with much
better memory access pattern.
The replacement code works with multiple small coefficient fields
instead of a large ring. It also implements
Hi all,
Since this FFT code is sitting around, I wonder if there's a chance I could
adapt it to NTL. I've actually implemented David Harvey's ideas a few years ago
(and his work is actually based on older NTL logic which I never really
publicized). NTL currently only uses special types like
"Richard Foster" writes:
> Even it looks OK in today's code, does Nisse's new FFT code change
> anything?
The small-prime FFT code uses fft-based multiplication of polynomials
over Z_p for a couple of single-limb primes p. Usually in the range from
3 to 5 primes, depending on
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