activity
20092023
most citedA characterization of categories of coherent sheaves of certain algebraic stacks

22 citations · 69 across the 12 of their papers we have counts for

collaborators

14 papers

math.AC2023

Symplectic K-theory and a problem of Murthy

Daniel Schäppi

We compute low-dimensional K-groups of certain rings associated with the study of the Hermite ring conjecture. This includes a monoid ring whose low-dimensional K-groups were recen…

math.CT2022

Flat functors in higher topos theory

George Raptis, Daniel Schäppi

For a small -category and an -topos , we study necessary and sufficient conditions for a functor to determin…

math.AC2022★ 1 cited

Formal Laurent series rings and the Hermite ring conjecture

Daniel Schäppi

We study the question if projective modules over formal Laurent series rings are extended. We relate this question to the Bass-Quillen conjecture for commutative regular local ring…

math.AT2020★ 2 cited

Flat replacements of homology theories

Daniel Schäppi

To a homology theory one can associate an additive site and a new homological functor with values in the category of additive sheaves on that site. If this category of sheaves can…

math.AG2020★ 3 cited

Graded-Tannakian categories of motives

Daniel Schäppi

Given a rigid tensor-triangulated category and a vector space valued homological functor for which the Künneth isomorphism holds, we construct a universal graded-Tannakian category…

math.AG2018

Uniqueness of fiber functors and universal Tannakian categories

Daniel Schäppi

The principal aim of this note is to give an elementary proof of the fact that any two fiber functors of a Tannakian category are locally isomorphic. This builds on an idea of Deli…