2 problems

Let $K$ be a link. Let $A_p(K)$ be its Alexander module, let $A'_p(K)$ be the submodule of elements annihilated by $h$, and let $\operatorname{Rep}'(K,\mathbb{E}_p)$ be the annihil…

Let $K$ be a link. Let $A_p(K)$ be its Alexander module over $\Lambda_p=\mathbb{F}_p[t,t^{-1}]$, let $h=t^2+\kappa t+1$ be the irreducible quadratic defining the quadratic quandle,…