Matches in SemOpenAlex for { <https://semopenalex.org/work/W3204013385> ?p ?o ?g. }
- W3204013385 endingPage "1026" @default.
- W3204013385 startingPage "992" @default.
- W3204013385 abstract "Arzhantseva proved that every infinite-index quasi-convex subgroup H of a torsion-free hyperbolic group G is a free factor in a larger quasi-convex subgroup of G. We give a probabilistic generalization of this result. That is, we show that when R is a subgroup generated by independent random walks in G, then ⟨ H , R ⟩ ≅ H * R with probability going to one as the lengths of the random walks go to infinity and this subgroup is quasi-convex in G. Moreover, our results hold for a large class of groups acting on hyperbolic metric spaces and subgroups with quasi-convex orbits. In particular, when G is the mapping class group of a surface and H is a convex cocompact subgroup we show that ⟨ H , R ⟩ is convex cocompact and isomorphic to H * R ." @default.
- W3204013385 created "2021-10-11" @default.
- W3204013385 creator A5028600295 @default.
- W3204013385 creator A5086144688 @default.
- W3204013385 date "2021-09-01" @default.
- W3204013385 modified "2023-09-23" @default.
- W3204013385 title "Random walks and quasi‐convexity in acylindrically hyperbolic groups" @default.
- W3204013385 cites W1506018069 @default.
- W3204013385 cites W1928123342 @default.
- W3204013385 cites W1956890014 @default.
- W3204013385 cites W1963744099 @default.
- W3204013385 cites W1968300738 @default.
- W3204013385 cites W1989477049 @default.
- W3204013385 cites W1993451621 @default.
- W3204013385 cites W1996107117 @default.
- W3204013385 cites W1997345328 @default.
- W3204013385 cites W1999041479 @default.
- W3204013385 cites W2016905774 @default.
- W3204013385 cites W2053866999 @default.
- W3204013385 cites W2060029831 @default.
- W3204013385 cites W2061088591 @default.
- W3204013385 cites W2074556600 @default.
- W3204013385 cites W2075505402 @default.
- W3204013385 cites W2091797401 @default.
- W3204013385 cites W2115539268 @default.
- W3204013385 cites W2134086356 @default.
- W3204013385 cites W2136402032 @default.
- W3204013385 cites W2164837521 @default.
- W3204013385 cites W2219904186 @default.
- W3204013385 cites W2416127028 @default.
- W3204013385 cites W2471750801 @default.
- W3204013385 cites W265665615 @default.
- W3204013385 cites W2744620754 @default.
- W3204013385 cites W2897058205 @default.
- W3204013385 cites W2946565973 @default.
- W3204013385 cites W2962694103 @default.
- W3204013385 cites W2962985821 @default.
- W3204013385 cites W2963136159 @default.
- W3204013385 cites W2963158932 @default.
- W3204013385 cites W2963176827 @default.
- W3204013385 cites W2963306825 @default.
- W3204013385 cites W2963384833 @default.
- W3204013385 cites W2963393928 @default.
- W3204013385 cites W2963528229 @default.
- W3204013385 cites W2963724280 @default.
- W3204013385 cites W2963859151 @default.
- W3204013385 cites W2964113767 @default.
- W3204013385 cites W2964293047 @default.
- W3204013385 cites W2964333896 @default.
- W3204013385 cites W3098451414 @default.
- W3204013385 cites W3101320206 @default.
- W3204013385 cites W3103745998 @default.
- W3204013385 cites W3105358693 @default.
- W3204013385 cites W3105492123 @default.
- W3204013385 cites W3105640372 @default.
- W3204013385 cites W3106499206 @default.
- W3204013385 cites W3121163412 @default.
- W3204013385 cites W3122516453 @default.
- W3204013385 cites W3129996641 @default.
- W3204013385 cites W3196179287 @default.
- W3204013385 cites W4210530044 @default.
- W3204013385 cites W4235484205 @default.
- W3204013385 doi "https://doi.org/10.1112/topo.12205" @default.
- W3204013385 hasPublicationYear "2021" @default.
- W3204013385 type Work @default.
- W3204013385 sameAs 3204013385 @default.
- W3204013385 citedByCount "1" @default.
- W3204013385 countsByYear W32040133852021 @default.
- W3204013385 crossrefType "journal-article" @default.
- W3204013385 hasAuthorship W3204013385A5028600295 @default.
- W3204013385 hasAuthorship W3204013385A5086144688 @default.
- W3204013385 hasBestOaLocation W32040133851 @default.
- W3204013385 hasConcept C105515060 @default.
- W3204013385 hasConcept C105795698 @default.
- W3204013385 hasConcept C106159729 @default.
- W3204013385 hasConcept C112680207 @default.
- W3204013385 hasConcept C114614502 @default.
- W3204013385 hasConcept C121194460 @default.
- W3204013385 hasConcept C134306372 @default.
- W3204013385 hasConcept C162324750 @default.
- W3204013385 hasConcept C177148314 @default.
- W3204013385 hasConcept C178790620 @default.
- W3204013385 hasConcept C185592680 @default.
- W3204013385 hasConcept C198043062 @default.
- W3204013385 hasConcept C202444582 @default.
- W3204013385 hasConcept C2524010 @default.
- W3204013385 hasConcept C2781311116 @default.
- W3204013385 hasConcept C30236536 @default.
- W3204013385 hasConcept C33923547 @default.
- W3204013385 hasConcept C55792552 @default.
- W3204013385 hasConcept C72134830 @default.
- W3204013385 hasConcept C85307737 @default.
- W3204013385 hasConceptScore W3204013385C105515060 @default.
- W3204013385 hasConceptScore W3204013385C105795698 @default.
- W3204013385 hasConceptScore W3204013385C106159729 @default.
- W3204013385 hasConceptScore W3204013385C112680207 @default.
- W3204013385 hasConceptScore W3204013385C114614502 @default.
- W3204013385 hasConceptScore W3204013385C121194460 @default.