activity
20082026
most citedF-signature exists

102 citations · 410 across the 32 of their papers we have counts for

collaborators

34 papers

math.AG2026

-finite schemes have a dualizing complex

Bhargav Bhatt, Manuel Blickle, Karl Schwede +1

In this paper we show that any Noetherian -finite scheme has a dualizing complex with the property that for all finite type maps between …

math.AG2025

Plus-pure thresholds of some cusp-like singularities in mixed characteristic

Hanlin Cai, Suchitra Pande, Eamon Quinlan-Gallego +2

Log-canonical and -pure thresholds of pairs in equal characteristic admit an analog in the recent theory of singularities in mixed characteristic, which is known as the plus-pur…

math.AG2024★ 1 cited

Perfectoid pure singularities

Bhargav Bhatt, Linquan Ma, Zsolt Patakfalvi +4

Fix a prime number . Inspired by the notion of -pure or -split singularities, we study the condition that a Noetherian ring with in its Jacobson radical is pure inside…

math.AC2024

Finite generation of split F-regular monoid algebras

Rankeya Datta, Karl Schwede, Kevin Tucker

Let be a submonoid of a free Abelian group of finite rank. We show that if is a field of prime characteristic such that the monoid -algebra is split -regular,…

math.AG2024★ 1 cited

Test ideals in mixed characteristic: a unified theory up to perturbation

Bhargav Bhatt, Linquan Ma, Zsolt Patakfalvi +5

Let be an integral scheme of finite type over a complete DVR of mixed characteristic. We provide a definition of a test ideal which agrees with the multiplier ideal after inver…

math.AG2023

On -pure inversion of adjunction

Thomas Polstra, Austyn Simpson, Kevin Tucker

We analyze adjunction and inversion of adjunction for the -purity of divisor pairs in characteristic . In this vein, we give a complete answer for principal divisors unde…