Daniel Schäppi

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Name	Daniel Schäppi
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I am a graduate student at the University of Chicago.

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Are monads monadic?

Are grothendieck universes enough for the foundations of category theory?

Does every cocontinuous functor between categories of presheaves on small categories have a right adjoint?

When does Tannakian theory work over affine schemes besides fields?

Local presentability and representable presheaves over the category of topological spaces

is localization of category of categories equivalent to |Cat|

Semiadditivity and dualizability of 2

Two questions about total categories

Limitations on model-categorical presentations

What theorem constructs an initial object for this category? (Formerly “Integrability by abstract nonsense”)

Small and large sets

In a k-linear category, what is the tensor product between a hom space and an object?

Description of quasi-coherent modules on a product

Role of fiber functor monoidal structure in Tannakian bialgebra reconstruction

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ct.category-theory× 14
ag.algebraic-geometry× 3
rt.representation-theory× 2
monoidal-categories× 2
higher-category-theory× 2
set-theory
qa.quantum-algebra
noncommutative-geometry
monads
model-categories

localization
integration
infinity-categories
banach-spaces
adjoint-functors

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