I. Introduction
In [1], the sum-rate scaling was introduced and characterized in a large wireless ad hoc network. It was shown that for the network having source–destination (S–D) pairs randomly distributed in a unit area, the total throughput scales as .
We use the following notation: i) means that there exist constants and such that for all , ii) means that , iii) if , iv) if , and v) if and [2].
This throughput scaling is achieved by conveying packets in a multihop (MH) fashion. In [3], the throughput scaling was improved to an almost linear scaling, i.e., , by using a hierarchical cooperation (HC) strategy for an arbitrarily small . Besides the HC scheme, there has been much research to improve the throughput of interference-limited networks up to a linear scaling by using node mobility [4], interference alignment [5], and infrastructure support [6], [7]. Especially for a hybrid network consisting of both wireless ad hoc nodes and infrastructure nodes, or equivalently base stations (BSs), where each BS is equipped with multiple antennas, the optimal capacity scaling was characterized in [7]—the achievability result is based on using one of infrastructure-supported single-hop (ISH) routing, infrastructure-supported MH (IMH) routing, pure MH transmission, and HC strategy.