I should add that one thing that number theorists are very interested in is quaternion algebras, especially over number fields. I hope that will eventually be done well in Nemo.
Bill. On 5 December 2015 at 01:42, Bill Hart <[email protected]> wrote: > > > On 5 December 2015 at 01:27, Eric Forgy <[email protected]> wrote: > >> Numerous benchmarks have been added to our benchmarks page to show that >>> these implementations are competitive with other systems. >> >> >> Looking at the numbers, I call this an understatement :) >> > > Yes, but we are cheating by using the Julia programming language. :-) > > >> >> Very cool. Any interest in noncommutative (differential) algebras? >> > > There might be some interest in this. In general we aren't (yet) > interested in non-commutative rings, but for example we have matrices and > somehow noncommutative algebras seem to get covered eventually in that > direction. > > >> This has been on my mind for a while and could have lots of applications, >> but I would have to clone myself at least 3 times before I'd have the time >> to look into it :) >> > > Well, I certainly appreciate that feeling. Let us know though if we can be > of any assistance if you do eventually need to implement these for a > particular application. > > Bill. >
