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20102025
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math.AG2025

Categorical Künneth formulas for cohomological motives

Timo Richarz, Jakob Scholbach

The manuscript at hand systematically studies Künneth formulas at a categorical level. We give criteria for an abstract six functor formalism to satisfy the categorical Künneth for…

math.AG2024

Frobenius rigidity in -homotopy theory

Timo Richarz, Jakob Scholbach

We study the homotopy fixed points under the Frobenius endomorphism on the stable -homotopy category of schemes in characteristic and prove a rigidity result for…

math.AG2023

Normality of Schubert varieties in affine Grassmannians

Patrick Bieker, Timo Richarz

We classify all normal Schubert varieties in the affine Grassmannian of a semisimple group over an arbitrary field with special attention to small positive characteristic. The proo…

math.AG2023

Constructible sheaves on schemes

Tamir Hemo, Timo Richarz, Jakob Scholbach

We present a uniform theory of constructible sheaves on arbitrary schemes with coefficients in topological or even condensed rings. This is accomplished by defining lisse sheaves t…

math.AG2020

Néron blowups and low-degree cohomological applications

Arnaud Mayeux, Timo Richarz, Matthieu Romagny

We define dilatations of general schemes and study their basic properties. Dilatations of group schemes are -- in favorable cases -- again group schemes, called Néron blowups. We g…

math.AG2019

Normality and Cohen-Macaulayness of parahoric local models

Thomas J. Haines, Timo Richarz

We study the singularities of integral models of Shimura varieties and moduli stacks of shtukas with parahoric level structure. More generally our results apply to the Pappas-Zhu a…