Closed timorl closed 1 year ago
Hm, can I request a review here, say from @ecavallo ?
Don't know if anyone is working right now (I am also on vacation). I am back next week and might have time for reviewing (don't know what yet).
This seems reasonable to me. What do you think @felixwellen @ecavallo ?
Looks good to me!
Now they are in
Data
and structured more like the various integers. In particular,QuoQ
is now "the preferred version of the rationals in the library" – I picked it since it was the only one used in other places.This is intended to be part of #404 – if this gets accepted then the only remaining work there will be proving the equivalence of
HITQ
andQuoQ
. I'm already working on that, the main hurdle being that they are defined using different integers, so I first want to prove that arithmetic operations on the integers are equal.