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…cts in localized categories
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…cts in localized categories (#9702) This PR contains various prerequisites in order to show that under suitable assumptions, a localized category of a category that has finite products also has finite products: * the equivalence of categories `(J → C) ≌ (Discrete J ⥤ C)` * more API for the existence of limits as a consequence of a right adjoint to the constant functor `C ⥤ (J ⥤ C)`. * the typeclass `MorphismProperty.IsStableUnderFiniteProducts`
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…cts in localized categories (#9702) This PR contains various prerequisites in order to show that under suitable assumptions, a localized category of a category that has finite products also has finite products: * the equivalence of categories `(J → C) ≌ (Discrete J ⥤ C)` * more API for the existence of limits as a consequence of a right adjoint to the constant functor `C ⥤ (J ⥤ C)`. * the typeclass `MorphismProperty.IsStableUnderFiniteProducts`
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…cts in localized categories (#9702) This PR contains various prerequisites in order to show that under suitable assumptions, a localized category of a category that has finite products also has finite products: * the equivalence of categories `(J → C) ≌ (Discrete J ⥤ C)` * more API for the existence of limits as a consequence of a right adjoint to the constant functor `C ⥤ (J ⥤ C)`. * the typeclass `MorphismProperty.IsStableUnderFiniteProducts`
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…cts in localized categories (#9702) This PR contains various prerequisites in order to show that under suitable assumptions, a localized category of a category that has finite products also has finite products: * the equivalence of categories `(J → C) ≌ (Discrete J ⥤ C)` * more API for the existence of limits as a consequence of a right adjoint to the constant functor `C ⥤ (J ⥤ C)`. * the typeclass `MorphismProperty.IsStableUnderFiniteProducts`
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This PR contains various prerequisites in order to show that under suitable assumptions, a localized category of a category that has finite products also has finite products:
(J → C) ≌ (Discrete J ⥤ C)C ⥤ (J ⥤ C).MorphismProperty.IsStableUnderFiniteProductsThe following PR is #9692.