In this paper, we jointly consider the inhomogeneity and spatial dimension in large scale
wireless networks. We study the effects of topology on the throughput capacity. This problem …

Many research results in the direction of wireless network capacity are based on the
homogeneous Poisson node process and random homogeneous traffic. However, most of …

In this paper, we investigate the achievable throughput capacity of three-dimensional (3D)
inhomogeneous wireless ad hoc networks. In particular, we consider nodes placed …

We study the effect of various geometries on the capacity of wireless networks via
percolation, which was not considered much before. Percolation theory was first applied to …

We propose a new model of wireless networks which we refer to as" two-scale networks." At
a local scale, characterised by nodes being within a distance r, channel strengths are drawn …

We address the percolation-based connectivity of large-scale ad hoc heterogeneous
wireless networks, where secondary users exploit channels temporarily unused by primary …

In this paper, we study the multicast capacity of a large scale random wireless network. We
simply consider the extended multihop network, where a number of wireless nodes vi (1≤ …

We consider a dense ad hoc wireless network comprising n nodes confined to a given two
dimensional region of fixed area. For the Gupta-Kumar random traffic model and a realistic …

This paper investigates the capacity of a random network in which the nodes have a general
spatial distribution. Our model assumes n nodes in a unit square, with a pair of nodes …

To maximize the gain of multi-hop transmissions, we have to let the number of hops as small
as possible, decreasing multi-hop transmission delay. In this paper, we propose how the …