Jan 14, 2005 · The unit ball random geometric graph G=G^d_p(\lambda,n) has as its vertices n points distributed independently and uniformly in the d-dimensional unit ball.

In this article, we study the unit ball random geometric graph G = Gd p(λ, n), defined as follows. Let d and n be positive integers, B the Euclidean unit ball ...

Feb 9, 2007 · The unit ball random geometric graph G = G p d ( λ , n ) has as its vertices n points distributed independently and uniformly in the unit ...

The unit ball random geometric graph $G=G^d_p(\lambda,n)$ has as its vertices $n$ points distributed independently and uniformly in the $d$-dimensional unit ...

A combination of methods from probabilistic combinatorics and stochastic geometry is employed to determine upper and lower bounds for the graph diameter of ...

Oct 22, 2024 · This simple observation allows us to estimate the number of connected graphs, and more generally the number of connected d-uniform hypergraphs, ...

Random geometric graph diameter in the unit ball (with Robert B. Ellis and Catherine Yan), Algorithmica 47, no. 4 (2007), 421--438.

The unit ball random geometric graph $G=G^d_p(\lambda,n)$ has as its vertices n points distributed independently and uniformly in the unit ball.

The unit ball random geometric graph G=G Pd(, n) has as its vertices n points distributed independently and uniformly in the unit ball in , with two vertices ...

In this section we obtain an upper bound for the diameter of the graph Gp(λ, n) by means of a “spoke overlay construction.” Roughly, a spoke consists of a num-.