Calle Sönne
Calle Sönne
Initial work to show that profinite sets are limits of finite discrete sets. Formalizes the diagram of discrete sets over which a given profinite set will be the limit, and...
We define the class `IsFibered p` which captures what it means for a functor `p : 𝒳 ⥤ 𝒮` to be a fibered category and add some basic API. To...
We define the notion `IsHomLift` which aims to provide API for working with equalities `p(\phi) = f` for a functor `p` and morphisms `\phi`, `f`. This API is extensively used...
This PR proves some additional pasting lemmas and adds some general API to pullbacks. This contribution was inspired by the AIM workshop "Formalizing algebraic geometry" in June 2024. --- These...
This PR contains a definition of the bicategory of pseudofunctors, in the file `Bicategory/FunctorBicategory/Pseudo.lean`. It also moves the file `Bicategory/Functorbicategory.lean` to `Bicategory/FunctorBicategory/Oplax.lean`. --- - [x] depends on: #14028 - [...
This PR is a minor refactor of strong natural transformations. Previously, I had defined strong natural transformations between oplax functors. Now I specialize this directly to pseudofunctors and improve the...
This PR renames `OplaxNatTrans` to `OplaxTrans` and puts it in the `Oplax` namespace (as the should be oplax natural transformations also between lax functors). It also removes `@[simp]` from `OplaxTrans.id`...
This PR moves Oplax modifications to its own file `Modification/Oplax.lean` and also moves `FunctorBicategory.lean` to `FunctorBicategory/Oplax.lean`. This will improve the file structure for later PRs generalizing these constructions to pseudofunctors....