Representations of affine Lie algebras, elliptic r-matrix systems, and special functions
Pavel Etingof (Department of Mathematics, Yale University)
TL;DR
This paper discusses the mathematical structures of affine Lie algebra representations, elliptic r-matrix systems, and special functions, correcting previous errors and refining the theoretical framework.
Contribution
It provides corrected formulas and clarifications in the theory of affine Lie algebra representations and elliptic r-matrix systems, enhancing the mathematical rigor.
Findings
Corrected errors in formulas 6.1, 6.6, 6.8, 6.11 from previous work
Refined the theoretical framework of elliptic r-matrix systems
Updated the introduction with minor clarifications
Abstract
There were some errors in paper hep-th/9303018 in formulas 6.1, 6.6, 6.8, 6.11. These errors have been corrected in the present version of this paper. There are also some minor changes in the introduction.
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