Modeling Identity Types
Explores advanced categorical modeling of identity types in homotopy type theory, focusing on fibrations, cofibrations, and path objects.
Explores advanced categorical modeling of identity types in homotopy type theory, focusing on fibrations, cofibrations, and path objects.
Explores identity and equality types in type theory, contrasting definitional vs. propositional equality and their role in proofs.
Explores categorical models for dependent type theory, connecting lambda calculus to fibrations and sections in locally cartesian closed categories.