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Commit 2022-07-17 23:41 5b4425ae

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feat(order/lattice): Congruence lemmas for and (#15439) a ⊔ b = a ⊔ c if b ≤ a ⊔ c and c ≤ a ⊔ b, and similar.

Lemma renames

  • sup_eq_sup_of_le_lesup_congr_right
  • inf_eq_inf_of_le_leinf_congr_right
  • set.union_eq_union_of_subset_of_subsetset.union_congr_right
  • set.inter_eq_inter_of_subset_of_subsetset.inter_congr_right

Estimated changes

added theorem inf_congr_left
added theorem inf_congr_right
deleted theorem inf_eq_inf_iff_le_le
added theorem inf_eq_inf_iff_left
added theorem inf_eq_inf_iff_right
deleted theorem inf_eq_inf_of_le_of_le
added theorem sup_congr_left
added theorem sup_congr_right
deleted theorem sup_eq_sup_iff_le_le
added theorem sup_eq_sup_iff_left
added theorem sup_eq_sup_iff_right
deleted theorem sup_eq_sup_of_le_of_le