2 problems

Stanton's conjecture. The polynomials $f(n,k;q)$ and $a_\mu(q)$ satisfy

Serpent nest conjecture. For any hollow quadrangulation $\mathrm{Q}_\circ$, there is a bijection between the serpent nests of $\mathrm{Q}_\circ$ and the maximal $\mathrm{Q}_\circ$-…