We define and study analogs of curve graphs for infinite type surfaces. Our definitions use the geometry of a fixed surface and vertices of our graphs are infinite multicurves which are bounded in both a geometric and a topological sense. We show that the graphs we construct are generally connected, infinite diameter and infinite rank
This thesis investigates mapping class groups of infinite-type surfaces, also called big mapping cla...
The interaction between the study of geometric and analytic aspects of Riemannian manifolds and that...
Let G be an infinite plane graph such that G is locally finite and every face of G is bounded by a c...
Abstract. We define and study analogs of curve graphs for infinite type surfaces. Our definitions us...
Abstract. We define and study analogs of curve graphs for infinite type surfaces. Our defini-tions u...
We define and study analogs of curve graphs for infinite type surfaces. Our definitions use the geom...
Abstract. We study arc graphs and curve graphs for surfaces of infi-nite topological type. First, we...
Consider a connected orientable surface S of infinite topological type, i.e. with infinitely-generat...
In this note we make progress toward a conjecture of Durham–Fanoni–Vlamis, showing that every infini...
International audienceWe study when the mapping class group of an infinite-type surface $S$ admits a...
AbstractEmbeddings of infinite graphs in surfaces without boundary are considered. Cellular embeddin...
AbstractIn this paper we provide a characterization of curve map graphs as defined by Gavril and Sch...
ABSTRACT: In this paper, we investigate two well-known classes of surfaces that have both to do with...
Abstract. This article is about the graph genus of certain well studied graphs in surface theory: th...
AbstractA curve map is a planar map obtained by dividing the Euclidean plane into a finite number of...
This thesis investigates mapping class groups of infinite-type surfaces, also called big mapping cla...
The interaction between the study of geometric and analytic aspects of Riemannian manifolds and that...
Let G be an infinite plane graph such that G is locally finite and every face of G is bounded by a c...
Abstract. We define and study analogs of curve graphs for infinite type surfaces. Our definitions us...
Abstract. We define and study analogs of curve graphs for infinite type surfaces. Our defini-tions u...
We define and study analogs of curve graphs for infinite type surfaces. Our definitions use the geom...
Abstract. We study arc graphs and curve graphs for surfaces of infi-nite topological type. First, we...
Consider a connected orientable surface S of infinite topological type, i.e. with infinitely-generat...
In this note we make progress toward a conjecture of Durham–Fanoni–Vlamis, showing that every infini...
International audienceWe study when the mapping class group of an infinite-type surface $S$ admits a...
AbstractEmbeddings of infinite graphs in surfaces without boundary are considered. Cellular embeddin...
AbstractIn this paper we provide a characterization of curve map graphs as defined by Gavril and Sch...
ABSTRACT: In this paper, we investigate two well-known classes of surfaces that have both to do with...
Abstract. This article is about the graph genus of certain well studied graphs in surface theory: th...
AbstractA curve map is a planar map obtained by dividing the Euclidean plane into a finite number of...
This thesis investigates mapping class groups of infinite-type surfaces, also called big mapping cla...
The interaction between the study of geometric and analytic aspects of Riemannian manifolds and that...
Let G be an infinite plane graph such that G is locally finite and every face of G is bounded by a c...
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