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Existence of an univalent path category of infinity-types over the effective topos
A path category with homotopy $\Pi$ -types is a category equipped with the path-category structure and dependent products needed to interpret homotopy type theory. A fibration is ca…
openeffective-topos homotopy-type-theory univalent-foundations
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Existence of an univalent path category of infinity-types over the effective topos