6 problems

Let an uncolored algebraic knot be evaluated through the DAHA superpolynomial coefficients, and call a pair of zeros irregular when it is not on the Riemann-Hypothesis circle and r…

Let an uncolored algebraic link have $\kappa$ components, and let $\varpi_0$ be the threshold beyond which the stable zero pattern is considered. Weak Riemann-hypothesis conjecture…

Let $\varpi_i=\infty\{\omega'_i\}$ be the threshold from the strong Riemann-hypothesis conjecture for the $i$th coefficient of an uncolored algebraic knot. Threshold conjecture. Fo…

Let $\widehat{H}^i$ be the $i$th $a$-coefficient of a hat-normalized DAHA superpolynomial after $q\mapsto qt$, and let $\omega=1/q>0$. Strong and weak Riemann-hypothesis conjecture…

Let $\widehat{H}^i_\bullet(q,t)$ denote either the relevant coefficient of a hat-normalized DAHA superpolynomial or its symmetrization, and let $\mathcal{H}^i_\bullet(q,t)$ be the…

DAHA superpolynomial $a$-degree conjecture.