Add to ORKGThe goal of our work is to analyze random cubic planar graphs according to the uniform distribution. More precisely, let G be the class of labelled cubic planar graphs and let gn be the number of graphs with n vertice
This extended abstract introduces a new algorithm for the random generation of labelled planar graph...
We study the random planar graph process introduced by Gerke, Schlatter, Steger, and Taraz [The rand...
55 pagesIn this paper, the scaling limit of random connected cubic planar graphs (respectively multi...
The goal of our work is to analyze random cubic planar graphs according to the uniform distribution....
We provide precise asymptotic estimates for the number of several classes of labeled cubic planar gr...
In this extended abstract we determine a normal limiting distribution for the number of triangles in...
AbstractWe study various properties of the random planar graph Rn, drawn uniformly at random from th...
We study various properties of the random planar graph Rn, drawn uniformly at random from the class ...
Abstract. We present an expected polynomial time algorithm to generate a labeled planar graph unifor...
Random planar graphs have been the subject of much recent work. Many basic properties of the standar...
We analyse uniform random cubic rooted planar maps and obtain limiting distributions for several par...
We show an asymptotic estimate for the number of labelled planar graphs on $n$ vertices. We also fin...
We study various properties of a random graph Rn, drawn uniformly at random from the class An of all...
AbstractA graph G is randomly planar if every planar embedding of every connected subgraph of G can ...
AbstractSome previously investigated infinite families of cubic graphs have the property that the av...
This extended abstract introduces a new algorithm for the random generation of labelled planar graph...
We study the random planar graph process introduced by Gerke, Schlatter, Steger, and Taraz [The rand...
55 pagesIn this paper, the scaling limit of random connected cubic planar graphs (respectively multi...
The goal of our work is to analyze random cubic planar graphs according to the uniform distribution....
We provide precise asymptotic estimates for the number of several classes of labeled cubic planar gr...
In this extended abstract we determine a normal limiting distribution for the number of triangles in...
AbstractWe study various properties of the random planar graph Rn, drawn uniformly at random from th...
We study various properties of the random planar graph Rn, drawn uniformly at random from the class ...
Abstract. We present an expected polynomial time algorithm to generate a labeled planar graph unifor...
Random planar graphs have been the subject of much recent work. Many basic properties of the standar...
We analyse uniform random cubic rooted planar maps and obtain limiting distributions for several par...
We show an asymptotic estimate for the number of labelled planar graphs on $n$ vertices. We also fin...
We study various properties of a random graph Rn, drawn uniformly at random from the class An of all...
AbstractA graph G is randomly planar if every planar embedding of every connected subgraph of G can ...
AbstractSome previously investigated infinite families of cubic graphs have the property that the av...
This extended abstract introduces a new algorithm for the random generation of labelled planar graph...
We study the random planar graph process introduced by Gerke, Schlatter, Steger, and Taraz [The rand...
55 pagesIn this paper, the scaling limit of random connected cubic planar graphs (respectively multi...