2021
DOI: 10.1007/s11425-020-1671-9
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Maximal von Neumann subalgebras arising from maximal subgroups

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Cited by 5 publications
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“…Then the desired equivalence follows from [43,Theorem 4.4] (which Rørdam attributes to Pop and Popa), taking into account that it is well-known that the Jones index Proof. When σ is trivial, this result can be obtained by decomposing L(G) as a twisted crossed product and using [25,Lemma 3.3]. The twisted version could be proven by using results from [24] or [11].…”
Section: Lemma 42 Let H ≤ G and C Be An H-conjugacy Class In G Then T...mentioning
confidence: 99%
“…Then the desired equivalence follows from [43,Theorem 4.4] (which Rørdam attributes to Pop and Popa), taking into account that it is well-known that the Jones index Proof. When σ is trivial, this result can be obtained by decomposing L(G) as a twisted crossed product and using [25,Lemma 3.3]. The twisted version could be proven by using results from [24] or [11].…”
Section: Lemma 42 Let H ≤ G and C Be An H-conjugacy Class In G Then T...mentioning
confidence: 99%