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Tracially sequentially-split *-homomorphisms between C*-algebras

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Abstract
We define a tracial analog of the notion called a sequentially split *-homomorphisms between C*-algebras due to Barlak and Szabo and show that several important approximation properties related to the classification theory of C*-algebras pass from the target algebra to the domain algebra. Then we show that this framework arises from the tracial Rokhlin properties of a finite group action and inclusion of unital C*-algebras.
Author(s)
이현호Hiroyuki Osaka
Issued Date
2021
Type
Article
Keyword
Tracially sequentially split *-homomorphisms
URI
https://oak.ulsan.ac.kr/handle/2021.oak/9601
Publisher
ANNALS OF FUNCTIONAL ANALYSIS
Location
스위스
Language
영어
ISSN
2639-7390
Citation Volume
12
Citation Number
2
Citation Start Page
37
Citation End Page
37
Appears in Collections:
Natural Science > Mathematics
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