Non-convex Generalized Nash Games for Energy Efficient Power Allocation and Beamforming in mmWave Networks
Wenbo Wang, Amir Leshem

TL;DR
This paper proposes a decentralized, iterative approach for joint beamforming and power allocation in mmWave networks, achieving near-optimal energy efficiency through non-convex game-theoretic methods.
Contribution
It introduces a two-stage decentralized optimization scheme for non-convex joint beamforming and power control in mmWave networks, with proven convergence to equilibrium.
Findings
Convergence to generalized Nash equilibrium in power allocation.
Iterative MSE-based receive beamformer adaptation converges.
Near-optimal performance with low computational complexity.
Abstract
Network management is a fundamental ingredient for efficient operation of wireless networks. With increasing bandwidth, number of antennas and number of users, the amount of information required for network management increases significantly. Therefore, distributed network management is a key to efficient operation of future networks. This paper focuses on the problem of distributed joint beamforming control and power allocation in ad-hoc mmWave networks. Over the shared spectrum, a number of multi-input-multi-output links attempt to minimize their supply power by simultaneously finding the locally optimal power allocation and beamformers in a self-organized manner. Our design considers a family of non-convex quality-of-service constraint and utility functions characterized by monotonicity in the strategies of the various users. We propose a two-stage, decentralized optimization scheme,…
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