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期刊论文
Some permanence properties of C*-unique groups☆
Journal of Functional Analysis ■(■■■■) ■■■-■■■,-0001,():
We will study some permanence properties of C*-unique groups in details. In particular, normal subgroups and extensions will be considered. Among other interesting results, we prove that every second countable amenable group with an injective finite-dimensional representation (not necessarily unitary) is a retract of a C*-unique group. Moreover, any amenable discrete group is a retract of a discrete C*-unique group.
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