activity
19922026
most citedEvery simple higher dimensional noncommutative torus is an AT algebra

43 citations · 296 across the 55 of their papers we have counts for

collaborators

57 papers

math.OA2026

The Dynamical Radius of Comparison for C*-Dynamical Systems

M. Ali Asadi-Vasfi, N. Christopher Phillips

We introduce a dynamical version of the radius of comparison of a unital C*-algebra, based on the dynamical Cuntz semigroup. We a…

math.OA2023★ 1 cited

Simple AH algebras with the same Elliott invariant and radius of comparison

Ilan Hirshberg, N. Christopher Phillips

We construct an uncountable family of pairwise nonisomorphic AH algebras with the same Elliott invariant and same radius of comparison. They can be distinguished by a local radius…

math.OA2023

Values of Rokhlin dimension for actions of compact groups

Ilan Hirshberg, N. Christopher Phillips

We show that any finite group admits actions on simple AF algebras with unique trace which have arbitrarily large finite values of Rokhlin dimension with commuting towers. We show…

math.OA2022

Group actions on simple tracially -absorbing C*-algebras

Massoud Amini, Nasser Golestani, Saeid Jamali +1

We show that if is a simple (not necessarily unital) tracially -absorbing C*-algebra and is an action of a finite group on …

math.OA2021★ 1 cited

Compact Group Actions with the Tracial Rokhlin Property

Javad Mohammadkarimi, N. Christopher Phillips

We define a "tracial" analog of the Rokhlin property for actions of second countable compact groups on infinite dimensional simple separable unital C*-algebras. We prove that fixed…

math.OA2021

Simple tracially -absorbing C*-algebras

Massoud Amini, Nasser Golestani, Saeid Jamali +1

We define a notion of tracial -absorption for simple not necessarily unital C*-algebras, study it systematically, and prove its permanence properties. This extends the…