2 problems

Clifford-type bound conjecture. For every $\mu'$-stable coherent system $(\mathcal{O}_S^{\oplus R}\to F)$ with

Let $X\subset \mathbb{P}^3$ be a very general quintic surface, and let $M_X(2,1,10)$ denote the moduli space of stable bundles on $X$ of rank $2$, degree $1$, and second Chern clas…