M. Teplitskiy

collaborators

2 papers

math.AC2023

Controlling Formal Fibers of Countably Many Principal Prime Ideals

David Baron, Ammar Eltigani, S. Loepp +2

Let $T$ be a complete local (Noetherian) ring. For each $i \in N$ , let $C_{i}$ be a nonempty countable set of nonmaximal pairwise incomparable prime ideals of $T$ , and suppo…

math.NT2022

Polynomials in $F_{p} [x]$ which commute under composition

Jeffrey Hatley, Mayah Teplitskiy

Let $F$ be a finite field and let $f$ be a linear polynomial in $F [x]$ . We investigate the number of polynomials of degree $d$ which commute with $f$ under compos…

Controlling Formal Fibers of Countably Many Principal Prime Ideals

Polynomials in Fp​[x] which commute under composition

Polynomials in $F_{p} [x]$ which commute under composition