论文标题
在三维凸区域的随机几何图中的渐近临界半径
Asymptotic Critical Radii in Random Geometric Graphs over 3-Dimensional Convex regions
论文作者
论文摘要
本文介绍了两种类型的临界传输半径的精确渐近分布，这些临界传输半径是根据k连接性和最小顶点度定义的，对于在3维凸区域上分布的随机几何图。
This article presents the precise asymptotical distribution of two types of critical transmission radii, defined in terms of k-connectivity and the minimum vertex degree, for a random geometry graph distributed over a 3-Dimensional Convex region.
