Add to ORKG7 pagesWe give a criterion to prove that some groups are not acylindrically hyperbolic. As an application, we prove that the mapping class group of an infinite type surface is not acylindrically hyperbolic
We study the geometry of nonrelatively hyperbolic groups. Generalizing a result of Schwartz, any qua...
We show that the mapping class group (as well as closely related groups) of an orientable surface wi...
It is proved that the mapping class group of any closed surface with finitely many marked points is ...
7 pagesWe give a criterion to prove that some groups are not acylindrically hyperbolic. As an applic...
7 pagesWe give a criterion to prove that some groups are not acylindrically hyperbolic. As an applic...
This thesis investigates mapping class groups of infinite-type surfaces, also called big mapping cla...
We survey recent developments on mapping class groups of surfaces of infinite topological type
We say that a group G is acylindrically hyperbolic if it admits a non-elementary acylin-drical actio...
We give a simple combinatorial criterion for a group that, when satisfied, implies the group cannot ...
We study the large-scale geometry of mapping class groups of surfaces of infinite type, using the fr...
Abstract. We obtain a simple presentation of the hyperelliptic mapping class group Mh(N) of a nonori...
We give a simple combinatorial criterion for a group that, when satisfied, implies that the group ca...
v3: 11 pages; updated and added references; final version to appear in IMRNInternational audienceWe ...
v3: 11 pages; updated and added references; final version to appear in IMRNInternational audienceWe ...
International audienceWe study when the mapping class group of an infinite-type surface $S$ admits a...
We study the geometry of nonrelatively hyperbolic groups. Generalizing a result of Schwartz, any qua...
We show that the mapping class group (as well as closely related groups) of an orientable surface wi...
It is proved that the mapping class group of any closed surface with finitely many marked points is ...
7 pagesWe give a criterion to prove that some groups are not acylindrically hyperbolic. As an applic...
7 pagesWe give a criterion to prove that some groups are not acylindrically hyperbolic. As an applic...
This thesis investigates mapping class groups of infinite-type surfaces, also called big mapping cla...
We survey recent developments on mapping class groups of surfaces of infinite topological type
We say that a group G is acylindrically hyperbolic if it admits a non-elementary acylin-drical actio...
We give a simple combinatorial criterion for a group that, when satisfied, implies the group cannot ...
We study the large-scale geometry of mapping class groups of surfaces of infinite type, using the fr...
Abstract. We obtain a simple presentation of the hyperelliptic mapping class group Mh(N) of a nonori...
We give a simple combinatorial criterion for a group that, when satisfied, implies that the group ca...
v3: 11 pages; updated and added references; final version to appear in IMRNInternational audienceWe ...
v3: 11 pages; updated and added references; final version to appear in IMRNInternational audienceWe ...
International audienceWe study when the mapping class group of an infinite-type surface $S$ admits a...
We study the geometry of nonrelatively hyperbolic groups. Generalizing a result of Schwartz, any qua...
We show that the mapping class group (as well as closely related groups) of an orientable surface wi...
It is proved that the mapping class group of any closed surface with finitely many marked points is ...