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Conjecture on the symmetry group of terminating ${}_2\phi_1$ representations
Let the terminating ${}_2\phi_1$ correspond to the 2-variable symmetric polynomials in the $q$ -Askey scheme, and let its symmetry group be viewed as a subgroup of $S_6$ . Symmetry-g…
Conjectureopenaskey-scheme q-series symmetry-groupsarXiv posted 2 days ago
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Polynomial-kind uniformity conjecture for factorized $A_2$ -Leonard pairs
A factorized $A_2$ -Leonard pair consists of compatible parameter arrays … and … where the arrays are of type II when their eigenvalues are quadratic in the index. A parameter array…
Conjectureopenaskey-scheme leonard-pairs orthogonal-polynomialsarXiv posted 2 days ago

Conjecture on the symmetry group of terminating 2ϕ1{}_2\phi_12​ϕ1​ representations