Zulip Chat Archive
Stream: new members
Topic: finding lemmas efficiently
Răzvan Flavius Panda (Jan 08 2021 at 04:22):
I'm looking to find the lemma for ~a = a -> a = 0
but did not manage to do it using autocomplete guessing or searching in the mathlib github
what are the best ways to find lemmas? anything like hoogle for Haskell?
Hanting Zhang (Jan 08 2021 at 04:28):
docs#library_search will try to close goals by searching the library.
Răzvan Flavius Panda (Jan 08 2021 at 04:30):
oh, I forgot about that. thank you
Bryan Gin-ge Chen (Jan 08 2021 at 04:40):
tactic#library_search is a working link :wink:
Bryan Gin-ge Chen (Jan 08 2021 at 04:54):
Assuming the ~
in your message is supposed to be a minus, if this exact result is in mathlib, the type and the #naming conventions tell us that the lemma name must start with eq_zero_of
, and then neg
should appear in some form in what follows. And indeed, docs#eq_zero_of_neg_eq has type -a = a -> a = 0
.
Note that it was also possible that this implication only appears in an iff
lemma, so sometimes that's another thing to guess.
Răzvan Flavius Panda (Jan 08 2021 at 05:05):
yeah, -
I'm too tired to type
Last updated: Dec 20 2023 at 11:08 UTC