2 problems

A sequence of chain complexes of filtered graded vector spaces is said to be homologically $q$-holonomic when it satisfies the proposed notion of homological $q$-holonomicity. For…

Let $K$ be a knot in $S^3$, and let $f(n)={\langle K \rangle}_{V_n}$ be the sequence of colored Jones polynomials, where $V_n\cong S^n(V_1)$ are the irreducible representations of…