Alexandru Emil Stanculescu
Abstract
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We revisit what we call the fibred topology on a fibred category over a site and we prove a few basic results concerning this topology.We give a general result concerning the invariance of a 2-category of stacks under change of base.
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We revisit what we call the fibred topology on a fibred category over a site and we prove a few basic results concerning this topology.We give a general result concerning the invariance of a 2-category of stacks under change of base.
Key concepts: Subcategory, Model category, Mathematics, Closed category, Derived category, Category theory, Pure mathematics, Homotopy category