3 problems

Let $A\subset\mathbb N$ be a finite alphabet and let $X_A$ be its limit set. For each $m\in\mathbb N$, define reduction modulo $m$ by … The alphabet $A$ has no local obstructions i…

Local Pre-Malle conjecture. There is a finite set of primes $S_0$ depending on $G$ such that, for every prime $p\notin S_0$ and every integer $k\not\equiv 0\pmod p$, some $G$-exten…

Local Pre-Malle conjecture. There is a finite set of primes $S_0$ depending on $G$ such that, for every prime $p\notin S_0$ and every integer $k\not\equiv 0\pmod p$, some $G$-exten…