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20012026
most citedL^p operator algebras with approximate identities I

16 citations · 56 across the 7 of their papers we have counts for

collaborators

7 papers

math.OA2026

Pureness of Certain Crossed Product C*-Algebras

Dawn Archey, Julian Buck, Javad Mohammadkarimi +2

We establish comparison and divisibility properties for crossed product C*-algebras arising from automorphisms of algebras C (X, D) which lie over minimal homeomorphisms, from acti…

math.OA2025

Compact Group Actions with the Tracial Rokhlin Property II: Examples and Nonexistence Theorems

Javad Mohammadkarimi, N. Christopher Phillips

In a previous paper, we introduced the restricted tracial Rokhlin property with comparison, a ``tracial'' analog of the Rokhlin property for actions of second countable compact gro…

math.FA2018★ 16 cited

L^p operator algebras with approximate identities I

David P. Blecher, N. Christopher Phillips

We initiate an investigation into how much the existing theory of (nonselfadjoint) operator algebras on a Hilbert space generalizes to algebras acting on L^p spaces. In particular…

math.OA2006★ 14 cited

Finite cyclic group actions with the tracial Rokhlin property

N. Christopher Phillips

We give examples of actions of Z/2Z on AF algebras and AT algebras which demonstrate the differences between the (strict) Rokhlin property and the tracial Rokhlin property, and bet…

math.OA2004★ 5 cited

Furstenberg transformations on irrational rotation algebras

Hiroyuki Osaka, N. Christopher Phillips

We introduce a general class of automorphisms of rotation algebras, the noncommutative Furstenberg transformations. We prove that fully irrational noncommutative Furstenberg transf…

math.OA2002★ 11 cited

Direct limit decomposition for C*-algebras of minimal diffeomorphisms

Qing Lin, N. Christopher Phillips

This is a survey article describing the proof that the crossed product C^* (Z, M, h) of a compact smooth manifold M by a minimal diffeomorphism h of M is isomorphic to a direct lim…