small_of_hasSmallLocalizedHom — Mathlib

English

essSurj_of_hasRightResolutions: the composite (Φ.functor ⋙ L₂) is essentially surjective when Φ has right resolutions.

Русский

essSurj через правые разрешения: композиция (Φ.functor ⋙ L₂) полно по образу при наличии правых разрешений.

LaTeX

$$$\text{EssSurj}(\Φ.functor \circ L_2)$$$

Lean4

theorem small_of_hasSmallLocalizedHom [HasSmallLocalizedHom.{w} W X Y] : Small.{w} (L.obj X ⟶ L.obj Y) := by
  rwa [← hasSmallLocalizedHom_iff W]

Похожие утверждения