3 problems

Codimension bound conjecture. Every component of $W^\tau(C,p,q)$ has codimension at most $\operatorname{inv}_k(\tau)$.

Irreducibility, smoothness, and monodromy conjecture. The same results should hold for transmission loci.

Let $\mathcal{W}^{\vec{e}}_{\mathrm{BN}}$ be the Hurwitz–Brill–Noether locus associated with the splitting type $\vec{e}$, and let $r=h^0(\mathcal{O}(\vec{e}))-1$. Hurwitz–Brill–No…