Sets of lengths of factorizations of integer-valued polynomials on Dedekind domains with finite residue fields

Sophie Frisch, Sarah Nakato, Roswitha Rissner

Let $D$ be a Dedekind domain with infinitely many maximal ideals, all of finite index, and $K$ its quotient field. Let $\mathrm{Int}(D)=\{f\in K[x]\mid f(D)\subseteq D\}$…