Jared T. White

activity

20162026

most citedLeft ideals of Banach algebras and dual Banach algebras

1 citations · 1 across the 10 of their papers we have counts for

collaborators

11 papers

math.FA2026

Radicals of Biduals of Beurling Algebras Can Be Different for the Two Arens Products

Jared T. White

Let $rad$ denote the Jacobson radical of a Banach algebra, and let $□$ and $◊$ denote the two Arens products on its bidual. We give an example of a Beurlin…

math.FA2026

Non-Wiener groups with a Gelfand pair

Max Carter, Jared T. White

Let $G$ be a non-amenable locally compact group and $K$ a compact subgroup of $G$ such that $(G, K)$ is a Gelfand pair. We show that if $G$ admits a suitable boundary representation…

math.FA2023

Weak*-Simplicity of Convolution Algebras on Discrete Groups

Jared T. White

We prove that, given a discrete group $G$ , and $1 \leq p < \infty$ , the algebra of $p$ -convolution operators $C V_{p} (G)$ is weak*-simple, in the sense of having no non-trivial weak*-…

math.FA2022

On the Dales-Zelazko conjecture for Beurling algebras on discrete groups

Jared T. White

Let $G$ be a group which is either virtually soluble or virtually free, and let $ω$ be a weight on $G$ . We prove that, if $G$ is infinite, then there is some maximal left ideal of…

math.FA2021

The ideal structure of measure algebras and asymptotic properties of group representations

Jared T. White

We classify the weak*-closed maximal left ideals of the measure algebra $M (G)$ for certain Hermitian locally compact groups $G$ in terms of the irreducible representations of $G$ a…

math.GR2020

On algebras associated with invariant means on the subnormal subgroups of an amenable group

Jared T. White

Let $G$ be an amenable group. We define and study an algebra $A_{s n} (G)$ , which is related to invariant means on the subnormal subgroups of $G$ . For a just infinite amena…