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- W3010095732 abstract "Lusztig defined certain involutions on the equivariant K-theory of Slodowy varieties and gave a characterization of certain bases called canonical bases. In this paper, we give a conjectural generalization of these involutions and K-theoretic canonical bases to conical symplectic resolutions which have good Hamiltonian torus actions and state several conjectures related to them which we check for toric hyper-Kahler manifolds. We also propose an elliptic analogue of these bar involutions. As a verification of our proposal, we explicitly construct elliptic lifts of K-theoretic canonical bases and prove that they are invariant under elliptic bar involutions for toric hyper-Kahler manifolds." @default.
- W3010095732 created "2020-03-13" @default.
- W3010095732 creator A5011236516 @default.
- W3010095732 date "2020-03-07" @default.
- W3010095732 modified "2023-09-27" @default.
- W3010095732 title "Elliptic canonical bases for toric hyper-Kahler manifolds" @default.
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