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2026-06-10 14:43
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feat: the category of commutative Hopf algebras over a commutative ring (
#40361
) From Toric
Estimated changes
Modified
Mathlib.lean
Modified
Mathlib/Algebra/Category/CommBialgCat.lean
added
def
CommBialgCat.ofIsoSelf
deleted
def
CommBialgCat.ofSelfIso
Created
Mathlib/Algebra/Category/CommHopfAlgCat.lean
added
theorem
CommAlgCat.inv_op_of_unop_hom
added
def
CommHopfAlgCat.Hom.Simps.hom
added
structure
CommHopfAlgCat.Hom
added
theorem
CommHopfAlgCat.coe_of
added
theorem
CommHopfAlgCat.comp_apply
added
theorem
CommHopfAlgCat.forget_obj
added
theorem
CommHopfAlgCat.forget₂_commBialgCat_map
added
theorem
CommHopfAlgCat.forget₂_commBialgCat_obj
added
theorem
CommHopfAlgCat.hom_comp
added
theorem
CommHopfAlgCat.hom_ext
added
theorem
CommHopfAlgCat.hom_id
added
theorem
CommHopfAlgCat.hom_inv_apply
added
theorem
CommHopfAlgCat.hom_ofHom
added
theorem
CommHopfAlgCat.id_apply
added
theorem
CommHopfAlgCat.inv_hom_apply
added
def
CommHopfAlgCat.isoEquivBialgEquiv
added
def
CommHopfAlgCat.isoMk
added
theorem
CommHopfAlgCat.ofHom_apply
added
theorem
CommHopfAlgCat.ofHom_comp
added
theorem
CommHopfAlgCat.ofHom_hom
added
theorem
CommHopfAlgCat.ofHom_id
added
def
CommHopfAlgCat.ofIso
added
def
CommHopfAlgCat.ofIsoSelf
added
structure
CommHopfAlgCat
added
def
commHopfAlgCatEquivCogrpCommAlgCat