Quantum Langlands duality of representations of W-algebras
Tomoyuki Arakawa, Edward Frenkel
TL;DR
This paper establishes duality isomorphisms for specific W-algebra representations, advancing the understanding of quantum Langlands duality and its role in the quantum geometric Langlands Program.
Contribution
It introduces new duality isomorphisms for W-algebra representations, contributing to the mathematical foundation of the quantum geometric Langlands Program.
Findings
Proves duality isomorphisms for W-algebra representations
Links W-algebra dualities to quantum geometric Langlands
Provides new insights into representation theory of W-algebras
Abstract
We prove duality isomorphisms of certain representations of W-algebras which play an essential role in the quantum geometric Langlands Program and some related results.
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