4 problems

Transversality criterion. The condition

Semilinear reducibility conjecture. For every $h\geq 3$, the graph $\widehat{ZZ}_h$ is semilinearly reducible and, for every $q$ with no primes of bad reduction,

The $c_2$ residue conjecture. If $I_{G_1}=I_{G_2}$ for two primitive log-divergent graphs $G_1$ and $G_2$, then

Let $X_\Gamma=\{\Psi_\Gamma=0\}$ be the graph hypersurface associated with a graph $\Gamma$, embedded in its ambient projective space, and let $H$ denote the hyperplane class. Writ…