Demonstrates isomorphism of K-theory in relative reduced group C-algebras, implying significant structural insights.
Given a homomorphism from a group G G to another group, we show that two associated relative reduced group C โ C^* -algebras have the same K K -theory when both algebras are defined and G G has a trivial ฮณ ฮณ -element.
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Wang et al. (2026) studied this question.
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