3 problems

Let $\mathcal{C}_{\vec{\mathsf r},\vec{\mathsf s}}$ be a unibranch plane curve singularity, let $J(\mathcal{C}_{\vec{\mathsf r},\vec{\mathsf s}})$ be its Jacobian factor, and write…

Let $\mathcal{H}_{\vec{\mathsf r},\vec{\mathsf s}}(b;q,t,a)_{st}$ denote the DAHA superpolynomial expressed in standard Khovanov–Rozansky parameters, related by … with $q_{st}^2=t$…

Let $\mathcal{H}_{\{\vec{\mathsf r},\vec{\mathsf s}\}}$ be the uncolored DAHA superpolynomial associated with an algebraic knot, and write it as a polynomial in its variables. DAHA…