Matches in SemOpenAlex for { <https://semopenalex.org/work/W4385302008> ?p ?o ?g. }
- W4385302008 endingPage "110098" @default.
- W4385302008 startingPage "110098" @default.
- W4385302008 abstract "Using an interplay between geometric methods in group theory and soft von Neuman algebraic techniques we prove that for any icc, acylindrically hyperbolic group Γ its von Neumann algebra L(Γ) satisfies the so-called ISR property: any von Neumann subalgebra N⊆L(Γ) that is normalized by all group elements in Γ is of the form N=L(Σ) for a normal subgroup Σ◁Γ. In particular, this applies to all groups Γ in each of the following classes: all icc (relatively) hyperbolic groups, most mapping class groups of surfaces, all outer automorphisms of free groups with at least three generators, most graph product groups arising from simple graphs without visual splitting, etc. This result answers positively an open question of Amrutam and Jiang from [2]. In the second part of the paper we obtain similar results for factors associated with groups that admit nontrivial (quasi)cohomology valued into various natural representations. In particular, we establish the ISR property for all icc, nonamenable groups that have positive first L2-Betti number and contain an infinite amenable subgroup." @default.
- W4385302008 created "2023-07-28" @default.
- W4385302008 creator A5021523287 @default.
- W4385302008 creator A5065917902 @default.
- W4385302008 creator A5083241525 @default.
- W4385302008 date "2023-11-01" @default.
- W4385302008 modified "2023-10-16" @default.
- W4385302008 title "Invariant subalgebras of von Neumann algebras arising from negatively curved groups" @default.
- W4385302008 cites W1591322087 @default.
- W4385302008 cites W1969867829 @default.
- W4385302008 cites W1975646571 @default.
- W4385302008 cites W1984304758 @default.
- W4385302008 cites W1988526496 @default.
- W4385302008 cites W1997345328 @default.
- W4385302008 cites W2002212138 @default.
- W4385302008 cites W2010818240 @default.
- W4385302008 cites W2014663289 @default.
- W4385302008 cites W2022368952 @default.
- W4385302008 cites W2036573788 @default.
- W4385302008 cites W2075457192 @default.
- W4385302008 cites W2080436801 @default.
- W4385302008 cites W2085921207 @default.
- W4385302008 cites W2086463373 @default.
- W4385302008 cites W2116599097 @default.
- W4385302008 cites W2134009989 @default.
- W4385302008 cites W2156896240 @default.
- W4385302008 cites W2167682816 @default.
- W4385302008 cites W2171444369 @default.
- W4385302008 cites W2320355311 @default.
- W4385302008 cites W2330633632 @default.
- W4385302008 cites W2331578546 @default.
- W4385302008 cites W2935044424 @default.
- W4385302008 cites W2963176827 @default.
- W4385302008 cites W2963250982 @default.
- W4385302008 cites W2963347829 @default.
- W4385302008 cites W2963934401 @default.
- W4385302008 cites W3048633979 @default.
- W4385302008 cites W3088720013 @default.
- W4385302008 cites W3100021966 @default.
- W4385302008 cites W3100696609 @default.
- W4385302008 cites W3104086839 @default.
- W4385302008 cites W3105927064 @default.
- W4385302008 cites W4233659647 @default.
- W4385302008 cites W4241624857 @default.
- W4385302008 doi "https://doi.org/10.1016/j.jfa.2023.110098" @default.
- W4385302008 hasPublicationYear "2023" @default.
- W4385302008 type Work @default.
- W4385302008 citedByCount "0" @default.
- W4385302008 crossrefType "journal-article" @default.
- W4385302008 hasAuthorship W4385302008A5021523287 @default.
- W4385302008 hasAuthorship W4385302008A5065917902 @default.
- W4385302008 hasAuthorship W4385302008A5083241525 @default.
- W4385302008 hasBestOaLocation W43853020082 @default.
- W4385302008 hasConcept C110729354 @default.
- W4385302008 hasConcept C118712358 @default.
- W4385302008 hasConcept C129621563 @default.
- W4385302008 hasConcept C136119220 @default.
- W4385302008 hasConcept C153408630 @default.
- W4385302008 hasConcept C178790620 @default.
- W4385302008 hasConcept C185592680 @default.
- W4385302008 hasConcept C190470478 @default.
- W4385302008 hasConcept C202444582 @default.
- W4385302008 hasConcept C2781311116 @default.
- W4385302008 hasConcept C33923547 @default.
- W4385302008 hasConcept C37914503 @default.
- W4385302008 hasConcept C67996461 @default.
- W4385302008 hasConcept C78606066 @default.
- W4385302008 hasConcept C80469333 @default.
- W4385302008 hasConceptScore W4385302008C110729354 @default.
- W4385302008 hasConceptScore W4385302008C118712358 @default.
- W4385302008 hasConceptScore W4385302008C129621563 @default.
- W4385302008 hasConceptScore W4385302008C136119220 @default.
- W4385302008 hasConceptScore W4385302008C153408630 @default.
- W4385302008 hasConceptScore W4385302008C178790620 @default.
- W4385302008 hasConceptScore W4385302008C185592680 @default.
- W4385302008 hasConceptScore W4385302008C190470478 @default.
- W4385302008 hasConceptScore W4385302008C202444582 @default.
- W4385302008 hasConceptScore W4385302008C2781311116 @default.
- W4385302008 hasConceptScore W4385302008C33923547 @default.
- W4385302008 hasConceptScore W4385302008C37914503 @default.
- W4385302008 hasConceptScore W4385302008C67996461 @default.
- W4385302008 hasConceptScore W4385302008C78606066 @default.
- W4385302008 hasConceptScore W4385302008C80469333 @default.
- W4385302008 hasFunder F4320306076 @default.
- W4385302008 hasFunder F4320310841 @default.
- W4385302008 hasFunder F4320320290 @default.
- W4385302008 hasFunder F4320334678 @default.
- W4385302008 hasFunder F4320335254 @default.
- W4385302008 hasIssue "9" @default.
- W4385302008 hasLocation W43853020081 @default.
- W4385302008 hasLocation W43853020082 @default.
- W4385302008 hasOpenAccess W4385302008 @default.
- W4385302008 hasPrimaryLocation W43853020081 @default.
- W4385302008 hasRelatedWork W1964720090 @default.
- W4385302008 hasRelatedWork W1981921770 @default.
- W4385302008 hasRelatedWork W2067645803 @default.
- W4385302008 hasRelatedWork W2077571917 @default.
- W4385302008 hasRelatedWork W2092652087 @default.