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      Performance Analysis of Partial Interference Cancellation in Multi-Antenna UDNs

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          Abstract

          The employment of partial zero-forcing (PZF) receivers at the base stations represents an efficient and low-complexity technique for uplink interference management in cellular networks. In this paper, we focus on the performance analysis of ultra-dense networks (UDNs) in which the multi-antenna receivers adopt PZF. We provide both integral expressions and tight closed-form approximations for the probability of successful transmission, which can be used to accurately evaluate the optimal tradeoff between interference cancellation and array gain. Numerical results show that no more than half of the available degrees of freedom should be used for interference cancellation.

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          On Distances in Uniformly Random Networks

          M Haenggi (2005)
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            Transmission Capacity of Ad Hoc Networks with Spatial Diversity

            , , (2008)
            This paper derives the outage probability and transmission capacity of ad hoc wireless networks with nodes employing multiple antenna diversity techniques, for a general class of signal distributions. This analysis allows system performance to be quantified for fading or non-fading environments. The transmission capacity is given for interference-limited uniformly random networks on the entire plane with path loss exponent \(\alpha>2\) in which nodes use: (1) static beamforming through \(M\) sectorized antennas, for which the increase in transmission capacity is shown to be \(\Theta(M^2)\) if the antennas are without sidelobes, but less in the event of a nonzero sidelobe level; (2) dynamic eigen-beamforming (maximal ratio transmission/combining), in which the increase is shown to be \(\Theta(M^{\frac{2}{\alpha}})\); (3) various transmit antenna selection and receive antenna selection combining schemes, which give appreciable but rapidly diminishing gains; and (4) orthogonal space-time block coding, for which there is only a small gain due to channel hardening, equivalent to Nakagami-\(m\) fading for increasing \(m\). It is concluded that in ad hoc networks, static and dynamic beamforming perform best, selection combining performs well but with rapidly diminishing returns with added antennas, and that space-time block coding offers only marginal gains.
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              On some inequalities for the incomplete gamma function

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                Author and article information

                Journal
                2016-11-15
                Article
                1611.05002
                f1f23d45-d668-422a-b470-df65ee83258e

                http://arxiv.org/licenses/nonexclusive-distrib/1.0/

                History
                Custom metadata
                Paper presented at Asilomar Conference on Signals, Systems and Computers, 2016
                cs.IT math.IT

                Numerical methods,Information systems & theory
                Numerical methods, Information systems & theory

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