Christian Merten
Christian Merten
Introduces the category `ContAction V G` for any concrete category `V` with a forgetful functor to `TopCat` and monoid `G`. It is realized as a full subcategory of `Action V...
We show that the automorphism group of a fiber functor is isomorphic to the limit of the automorphism groups of all Galois objects. From this we deduce that the automorphism...
Adds API for localizing algebra maps, in general form and specialized to `IsLocalization.Away`. Also shows that localization commutes with kernels. --- [](https://gitpod.io/from-referrer/)
Adds a `MorphismProperty.stalkwise` constructor for morphism properties of schemes from a property of ring homomorphisms. Also adds API for reducing proofs of stability under base change to affine situations for...
We show that under suitable assumptions on `P` the full subcategory of `Over X` defined by `P` has terminal objects and pullbacks. --- - [x] depends on: #18088 [![Open in...
We show that if `C` is finitely accessible and `P` implies finitely presentable, then `X` satisfies `ind P` if and only if every morphism `Z ⟶ X` from a finitely...