activity
20072026
most citedTracially sequentially-split -homomorphisms between -algebras II

2 citations · 6 across the 17 of their papers we have counts for

collaborators

18 papers

math.OA2026

On permanence of regularity properties II

Hyun Ho Lee

In this article, we study the permanence of topological and algebraic dimension type properties of simple unital $C\sp*$-algebras. When a pair of unital $C\sp*$-algebras i…

math.OA2022

On dualities of actions

Hyun Ho Lee

We introduce the notion of the weak tracial approximate representability of a discrete group action on a unital -algebra which could have no projections like the Jiang-Su alge…

math.OA2019

Fourier transform, Schrödinger representation, and Heisenberg modules

Hyun Ho Lee

We investigate and review how Fourier transform is involved in the analysis of a twisted group algebra for and 2- coc…

math.OA2019★ 2 cited

Tracially sequentially-split -homomorphisms between -algebras II

Hyun Ho Lee, Hiroyuki Osaka

We study a pair of -algebras by associating a -homomorphism from to allowing an approximate left-inverse to the sequence algebra of in a manner reminiscent of s…

math.OA2019

A remark on the gauge action and noncommutative solitons

Hyun Ho Lee

We extend a result about the gauge action on noncommutative solitons by showing that a family of functions can be gauged away to a Gaussian using the quantification condition given…

math.OA2018★ 1 cited

Rokhlin property and approximate representability for inclusions of index-finite type

Hyun Ho Lee, Hiroyuki Osaka

Let be an inclusion of unital $C\sp*$-algebras of index-finite type with a fixed conditional expectation . We introduce the weak tracial Rokhlin property and…