Finite-dimensional modules of the universal Askey--Wilson algebra and DAHA of type $(C_1^\vee,C_1)$

12 Jun 2020 Huang Hau-Wen

Assume that $\mathbb F$ is an algebraically closed field and let $q$ denote a nonzero scalar in $\mathbb F$ that is not a root of unity. The universal Askey--Wilson algebra $\triangle_q$ is a unital associative $\mathbb F$-algebra defined by generators and relations... (read more)

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  • REPRESENTATION THEORY
  • COMBINATORICS
  • QUANTUM ALGEBRA