Koszul Duality for Quasi-split Real Groups
Roman Bezrukavnikov, Kari Vilonen
TL;DR
This paper proves a categorical form of Vogan duality for quasi-split real groups, confirming a conjecture by Soergel and advancing the understanding of dualities in representation theory.
Contribution
It establishes a categorical Vogan duality for quasi-split real groups, confirming Soergel's conjecture in this setting.
Findings
Proves a categorical version of Vogan duality for quasi-split real groups.
Confirms Soergel's conjecture in the quasi-split case.
Advances the theoretical framework of dualities in representation theory.
Abstract
We establish a categorical version of Vogan duality for quasi-split real groups. This proves a conjecture of Soergel in the quasi-split case.
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