Minasyan, Ashot
Osin, Denis
Article History
Received: 4 November 2013
Revised: 15 October 2014
First Online: 5 December 2014
Change Date: 7 June 2018
Change Type: Correction
Change Date: 7 June 2018
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Date: 7 June 2018
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Details: In Lemma 3.9 of [2], we stated that acylindrical hyperbolicity of a group is invariant under commensurability up to finite kernels (for definitions and background material we refer to [2, 4]).
Change Date: 7 June 2018
Change Date: 7 June 2018
Change Date: 7 June 2018
Change Date: 7 June 2018
Change Date: 7 June 2018
Change Date: 7 June 2018