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Univalent Category of SETOIDs , Setoids are not LCCC #1152
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Univalent Category of SETOIDs , Setoids are not LCCC #1152
marcinjangrzybowski
wants to merge
22
commits into
agda:master
from
marcinjangrzybowski:setoid-slice
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* Cubical/Categories/Category/Path.agda Helper representation of Path between categories to deal with ineficiency in WeakEquivalence.agda * Cubical/Relation/Binary/Setoid.agda Setoid - Pair of hSet and propositional equivalence relation * Cubical/Categories/Instances/Setoids.agda Univalent Category of Setoids changes: * Cubical/Categories/Adjoint.agda added composiiton of adjunctions * Cubical/Categories/Equivalence/WeakEquivalence.agda Equivalence equivalent to Path for Univalent Categories * Cubical/Categories/Instances/Functors.agda currying of functors is an isomorphism. * Cubical/Foundations/Transport.agda transport-filler-ua = ua-gluePath + some other minor helpers
Depends on #1120 |
removed unifnished code
A couple of things before a more detailed review:
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fixed dead link
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Cubical/Relation/Binary/Setoid.agda
Cubical/Categories/Instances/Setoids.agda
¬BaseChange⊣SetoidΠ
- Base change functor does not have right adjoint (so SETOID cannot be LCCC, at least not in the literal sense) implementation ofSetoids are not an LCCC
by Thorsten Altenkirch and Nicolai Kraus (https://nicolaikraus.github.io/docs/setoids.pdf)