Zulip Chat Archive
Stream: mathlib4
Topic: ring_exp ?
Michael Stoll (Dec 24 2023 at 19:50):
Does ring_exp
exist in Mathlib4? Currently, it gives me "unknown tactic".
Yury G. Kudryashov (Dec 24 2023 at 19:52):
No, could you post an #mwe that needs it (i.e., ring
fails but mathlib3 ring_exp
works)?
Michael Stoll (Dec 24 2023 at 19:54):
I was trying to use it in some situation where I thought it might work, but thinking again, I don't think I should expect that it would. (It would need to know that 4 ^ n = 2 ^ (2 * n)
or similar.)
Michael Stoll (Dec 24 2023 at 20:06):
So the claim is that Mathlib4 ring
does everything mathlib3 ring_exp
did?
Yury G. Kudryashov (Dec 24 2023 at 21:38):
I don't know.
Mario Carneiro (Dec 25 2023 at 01:46):
lean 4 ring
is lean 3 ring_exp
Last updated: May 02 2025 at 03:31 UTC