2 problems

Let $P(t) \in \mathbb{Z}_p[t]$ be a non-constant monic square-free polynomial, written as … where each $P_j(t)\in\mathbb{Z}_p[t]$ is monic and its reduction $\bar{P}_j(t)$ modulo…

Strong phase-transition conjecture. Under these assumptions, the displayed intersection is nonempty.