eq_universallyClosed_inf_isAffineHom

English

The class IsIntegralHom equals the infimum (meet) of UniversallyClosed and IsAffineHom as a morphism property on schemes.

Русский

Класс IsIntegralHom равен пересечению (меньшему) UriversallyClosed и IsAffineHom на схемах.

LaTeX

$$IsIntegralHom = (UniversallyClosed \sqcap IsAffineHom)$$

Lean4

theorem eq_universallyClosed_inf_isAffineHom :
    @IsIntegralHom = (@UniversallyClosed ⊓ @IsAffineHom : MorphismProperty Scheme) :=
  by
  ext
  exact iff_universallyClosed_and_isAffineHom

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