A conjectural DAHA-deformed Jones polynomial is shown to admit a universal, integrally valued cyclotomic expansion whose coefficients are explicit determinants and, for t2=1, type A1 Macdonald polynomials.
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Cyclotomic Expansion of Generalized Jones Polynomials
A conjectural DAHA-deformed Jones polynomial is shown to admit a universal, integrally valued cyclotomic expansion whose coefficients are explicit determinants and, for t2=1, type A1 Macdonald polynomials.