The Gaussian interference channel revisited as a non-cooperative game with transmission cost

M. Fasoulakis, A. Traganitis, A. Ephremides
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引用次数: 6

Abstract

We consider the Gaussian interference channel as a non-cooperative game taking into account the cost of the transmission. We study the conditions of the existence of a pure Nash equilibrium. Particularly, for the many-user case we give sufficient conditions that lead to a Nash equilibrium, and for the two-user case we exhaustively describe the conditions of the existence and the uniqueness of a pure Nash equilibrium and we show the existence of best-response dynamics that converge to one of them.
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将高斯干扰信道重新视为具有传输成本的非合作博弈
考虑传输成本,将高斯干扰信道视为非合作博弈。研究了纯纳什均衡存在的条件。特别是,对于多用户情况,我们给出了导致纳什均衡的充分条件,对于双用户情况,我们详尽地描述了纯纳什均衡存在和唯一性的条件,并证明了收敛于其中一个的最佳响应动态的存在性。
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Keynote speaker Keynote speaker Ad-Hoc, Mobile, and Wireless Networks: 19th International Conference on Ad-Hoc Networks and Wireless, ADHOC-NOW 2020, Bari, Italy, October 19–21, 2020, Proceedings Retraction Note to: Mobility Aided Context-Aware Forwarding Approach for Destination-Less OppNets Ad-Hoc, Mobile, and Wireless Networks: 18th International Conference on Ad-Hoc Networks and Wireless, ADHOC-NOW 2019, Luxembourg, Luxembourg, October 1–3, 2019, Proceedings
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