Siddharth 9b9dd8546a feat: simplify T-division into E-division when numerator is positive (#8205) ... This PR adds a simp lemma that simplifies T-division where the numerator is a `Nat` into an E-division: ```lean @[simp] theorem ofNat_tdiv_eq_ediv {a : Nat} {b : Int} : (a : Int).tdiv b = a / b := tdiv_eq_ediv_of_nonneg (by simp) ``` --------- Co-authored-by: Tobias Grosser <tobias@grosser.es>		2025-06-05 06:20:49 +00:00
..
Bitwise	refactor: Init: expose lots of functions (#8501)	2025-05-28 07:37:54 +00:00
DivMod	feat: simplify T-division into E-division when numerator is positive (#8205)	2025-06-05 06:20:49 +00:00
Basic.lean	feat: do not export private declarations (#8337)	2025-06-02 08:01:08 +00:00
Bitwise.lean	feat: enable experimental module system in Init (#8047)	2025-04-23 17:21:33 +00:00
Compare.lean	feat: do not export def bodies by default (#8221)	2025-05-15 12:16:54 +00:00
Cooper.lean	feat: add instance Grind.CommRing (Fin n) (#8276)	2025-05-13 12:09:02 +00:00
DivMod.lean	feat: enable experimental module system in Init (#8047)	2025-04-23 17:21:33 +00:00
Gcd.lean	refactor: Init: expose lots of functions (#8501)	2025-05-28 07:37:54 +00:00
Lemmas.lean	feat: do not export def bodies by default (#8221)	2025-05-15 12:16:54 +00:00
LemmasAux.lean	chore: remove duplicate instances (#8397)	2025-05-19 04:36:06 +00:00
Linear.lean	feat: do not export def bodies by default (#8221)	2025-05-15 12:16:54 +00:00
OfNat.lean	chore: deprecate some Int.ofNat_* lemmas (#8000)	2025-04-25 16:16:58 +00:00
Order.lean	refactor: Init: expose lots of functions (#8501)	2025-05-28 07:37:54 +00:00
Pow.lean	feat: add instance Grind.CommRing (Fin n) (#8276)	2025-05-13 12:09:02 +00:00