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Diff — Heyting algebra

Revision #1289 → #2955 · back to history

addedEx falso: contradiction implies anything4fc237bf0719
addedNegated elements form a Boolean lattice01e424b0760d
modifiedComplemented elements485f6b59c3a1
FieldFrom #1289To #2955
mathlib.moduleMathlib.Order.BooleanAlgebra.DefsMathlib.Order.Disjoint
note`IsCompl a b` (defined in `Mathlib.Order.Disjoint`) captures complementarity by `Disjoint` and `Codisjoint`.`IsCompl a b` captures complementarity via `Disjoint` and `Codisjoint`.
modifiedHeyting algebras form a category4c4ab9ed444b
FieldFrom #1289To #2955
mathlib.declHeytAlg
mathlib.match_kindexact
mathlib.moduleMathlib.Order.Category.HeytAlg
noteNo bundled `HeytAlg` category of Heyting algebras is defined in Mathlib.`HeytAlg` bundles the category of Heyting algebras with `HeytingHom` morphisms.
provenanceaiai-moderated
statusnot_formalizedpartial