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An Integral Springer Correspondence

Published 22 Sep 2025 in math.RT and math.KT | (2509.18280v1)

Abstract: We prove an integral version of the derived Springer correspondence for reduced motives. To achieve this result, we extend some results on reduced motives from schemes to quotient stacks with a finite number of orbits. More generally, we work in the context of the Springer setup, as defined by Eberhardt and Stroppel, which has also applications for quiver Hecke algebras.

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Authors (1)

  1. Thiago Landim 

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