Grant Moles

collaborators

Showing math.ACShow all

2 papers · 1 filter

math.AC2026

Elasticity of Orders from the $S$ -relative Davenport Constant: an Arithmetic Application of a Number-Theoretic Investigation

Jared Kettinger, Grant Moles

Orders in algebraic number fields have long been objects of central interest in algebraic number theory. Despite non-maximal orders failing to be Dedekind, the present authors have…

math.AC2025

Elasticity of Orders with Prime Conductor

Jared Kettinger, Grant Moles

Let $R$ be an order in a number field whose conductor ideal $P := (R : R)$ is prime in the ring of integers $R$ . In this paper, we explore the factorization pro…

Elasticity of Orders from the S-relative Davenport Constant: an Arithmetic Application of a Number-Theoretic Investigation

Elasticity of Orders with Prime Conductor

Elasticity of Orders from the $S$ -relative Davenport Constant: an Arithmetic Application of a Number-Theoretic Investigation