Zulip Chat Archive
Stream: maths
Topic: Constructive tensor product
Kenny Lau (Jul 25 2018 at 01:26):
https://github.com/kckennylau/Lean/blob/master/constructive_tensor_product.lean
Kenny Lau (Jul 25 2018 at 01:27):
I built a constructive tensor product and proved that it is a module. I have not proved its properties.
Kenny Lau (Jul 25 2018 at 01:27):
But inside there is also a constructive version of free abelian group
Kevin Buzzard (Jul 25 2018 at 08:55):
I needed free abelian group on a type and the finsupp approach demanded I had decidable equality on the type. Is this to be expected?
Kenny Lau (Jul 25 2018 at 08:55):
my version does not need decidable equality
Kenny Lau (Jul 25 2018 at 08:55):
but finsupp does need decidable equality
Kevin Buzzard (Jul 25 2018 at 08:56):
Oh great! I was a bit confused as to why I suddenly needed it.
Kenny Lau (Jul 25 2018 at 12:07):
https://github.com/kckennylau/Lean/blob/master/constructive_tensor_product.lean
Kenny Lau (Jul 25 2018 at 12:07):
I proved the property
Kenny Lau (Jul 25 2018 at 12:07):
@Kevin Buzzard
Kevin Buzzard (Jul 25 2018 at 13:28):
So now back to alg closure? ;-)
Kenny Lau (Jul 25 2018 at 18:25):
hmm
Kenny Lau (Jul 25 2018 at 18:26):
let's prove the separability lemma first
Last updated: Dec 20 2023 at 11:08 UTC