Symmetric F-conjecture for $g\le 35$

Abstract

We prove the symmetric F-conjecture describing the ample cone of ${\overline{M}}_{0,g}/S_g$ and ${\overline{M}}_g$ for $g\le 35$.

This paper is subsumed by another (arXiv:2507.12434)

References in corpus (2)

• Numerical criteria for divisors on $\M_{g}$ to be ample
• Fulton's Conjecture for \bar{M}_{0,7}