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Propagation of Chaos in Power Control Games for Energy-Efficient Wireless Networks

机译:混沌在节能无线网络中电力控制游戏的传播

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The question of energy management is a major engineering challenge in any wireless communication system that is constrained by finite battery resources. In this article we address the problem of transmit power control in a multi-user wireless network with a single base station and random time-varying channels transmitting in parallel and interfering between each other. We suggest a stochastic particle system for studying the game of control; specifically, the channels are modelled as purely discontinuous Markov processes with known characteristics. The signal to interference plus noise ratio (SINR) determines the interactions among particles. Dimensionality reduction of the multi-objective optimization problem relies on chaos propagation, i.e., on the fact that the independence of particles persists in time as and when their number becomes large. And then we solve the optimal control problem for one representative of the particle system. Here we develop a martingale approach for an alternative open-loop optimal control instead of the feedback one since the latter is not computationally feasible.
机译:能源管理问题是任何由有限电池资源限制的无线通信系统中的主要工程挑战。在本文中,我们通过单个基站和随机时变信道在多用户无线网络中解决传输功率控制的问题,以及在彼此之间并行地干扰的随机时变通信。我们建议一种研究控制游戏的随机粒子系统;具体地,信道被建模为具有已知特征的纯粹不连续的马尔可夫过程。对干扰加噪声比(SINR)的信号决定了粒子之间的相互作用。多目标优化问题的维度降低依赖于混沌传播,即,关于颗粒的独立仍然存在于它们的数量大的事实。然后我们解决了粒子系统的一个代表的最佳控制问题。在这里,我们为替代开环最佳控制制定了鞅方法,而不是由于后者未计算得可行的反馈。

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