2 problems

Let $V$ and $\hat V$ denote discriminant varieties associated with the construction of the moduli space of logarithmic connections, and let $m>3$ be the rank of the vector bundle.…

Let $\Sigma$ be the Riemann sphere with $n$ parabolic points, fix generic eigenvalues $\left\{\rho_{i,k}\right\}_{i=0,k=1}^{n,3}$, and let ${\mathcal M}$ be the moduli space of log…