Zulip Chat Archive
Stream: new members
Topic: add_monoid N
Bhavik Mehta (Nov 20 2019 at 22:22):
I've got add_monoid.smul
now (from sum_const
in algebra/big_operators.lean
) in the case of the monoid ℕ
, and I can't find a lemma for
example {a b : ℕ} : add_monoid.smul a b = a * b
It's probably not hard by induction, but I can't see any shorter way - where it feels like there should be
Edit: I wasn't looking hard enough, it's nat.smul_eq_mul
Kevin Buzzard (Nov 20 2019 at 22:35):
Did you try library_search
?
Simon Hudon (Nov 21 2019 at 14:24):
@Bhavik Mehta I don't think you need to strike out your own comment. Just add your final remark as a new message. Other people can still learn from your question even if you find it silly in hindsight.
Bhavik Mehta (Nov 21 2019 at 14:25):
I was tempted to delete it entirely! But yes, this is the precise reason it's still readable :)
Last updated: Dec 20 2023 at 11:08 UTC