
Thomson 46 Quai A. Le Gallo 92648 Boulogne France Building: Campus, Room: Pantheon,
Multiuser MIMO capacity is well-understood for the uplink and downlink, but not for distributed, or ad hoc networks. The primary difficulty in such cases is accurately but tractably modeling the interference, which we overcome using stochastic geometry. In this talk, we consider an uncoordinated ad hoc network in which each multi-antenna transmitter sends multiple independent streams to different receivers in a Poisson field of interferers. We provide exact expressions and simplified approximations on the outage probability, contention density, and transmission capacity for dirty paper coding and linear precoding as a means to investigate the fundamental limits of Space Division Multiple Access (SDMA) ad hoc wireless networks. First, we show that superlinear capacity scaling with the number of receive/transmit antennas N can be achieved using dirty paper coding. To our knowledge this is the first capacity result showing better than O(N) scaling in any multiuser MIMO setting. Second, we show that much of this gain is lost if linear precoding is employed instead, leading even to sublinear capacity growth in the case of single-antenna receivers. Finally, we demonstrate that receive antenna array processing is of prime importance, as a means to recover much of the loss caused by linear precoding by canceling the increased residual interference and boosting the signal power through diversity.
Theodoros Salonidis