Blowup relations on from Nakajima–Yoshioka blowup relations

Using an elementary algebraic approach, from the Nakajima–Yoshioka blowup relations, we obtain bilinear relations for the Nekrasov partition functions arising in the study of the tau functions of quantum -Painlevé equations. In addition, using this approach, we prove certain symmetry relations for N...

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Veröffentlicht in:Theoretical and mathematical physics 2021, Vol.206 (2), p.199-215
1. Verfasser: Shchechkin, A. I.
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description Using an elementary algebraic approach, from the Nakajima–Yoshioka blowup relations, we obtain bilinear relations for the Nekrasov partition functions arising in the study of the tau functions of quantum -Painlevé equations. In addition, using this approach, we prove certain symmetry relations for Nekrasov partition functions modified by a Chern–Simons term.
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639/766/189
639/766/530
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Applications of Mathematics
Mathematical and Computational Physics
Partitions (mathematics)
Physics
Physics and Astronomy
Theoretical
title Blowup relations on from Nakajima–Yoshioka blowup relations
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