Journal article

NEARBY CYCLE SHEAVES FOR SYMMETRIC PAIRS

M Grinberg, K Vilonen, T Xue

American Journal of Mathematics | JOHNS HOPKINS UNIV PRESS | Published : 2023

DOI: 10.1353/ajm.2023.0000

Abstract

We present a nearby cycle sheaf construction in the context of symmetric spaces. This construction can be regarded as a replacement for the Grothendieck-Springer resolution in classical Springer theory.

University of Melbourne Researchers

Related Projects (2)

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Geometric methods in representation theory and the Langlands program

This research project aims to study questions in representation theory of groups using geometric methods. A central role is played by Langla..

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Real groups, Hodge theory, and the Langlands program

This mathematics project aims to settle open questions in real groups. The real groups are the fundamental symmetries occurring in nature an..

Grants

Awarded by Academy of Finland

Funding Acknowledgements

Research of the second author supported in part by the ARC grants DP150103525 and DP180101445 and the Academy of Finland; research of the third author supported in part by the ARC grants DP150103525 and DE160100975.

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Keywords

Mathematics
Orbits
4904 Pure Mathematics
Science & Technology
49 Mathematical Sciences
Physical Sciences