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A Game-Theoretic Approach to Efficient Power Management in Sensor Networks

机译:博弈论的传感器网络高效电源管理方法

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摘要

Wireless sensor networks pose numerous fundamental coordination problems. For example, in a number of application domains including homeland security, environmental monitoring, and surveillance for military operations, a network's ability to efficiently manage power consumption is extremely critical because direct user intervention after initial deployment is severely limited. In these settings, limited battery life gives rise to the basic coordination problem of maintaining coverage while maximizing the network's lifetime. In this paper, we propose a distributed scheme for efficient power management in sensor networks that is guaranteed to identify suboptimal topologies in an online fashion. Our scheme is based on a general (game-theoretic) mathematical structure that induces a natural mapping between the informational layer and the physical layer. We provide sufficient conditions for the convergence of the algorithm to a pure Nash equilibrium and characterize the performance of the algorithm in terms of coverage. We also present encouraging performance results on a MicaZ testbed as well as on large-scale topologies (obtained via simulation).
机译:无线传感器网络提出了许多基本的协调问题。例如,在包括国土安全,环境监视和军事行动监视在内的许多应用领域中,网络的有效管理功耗的能力极为关键,因为在初始部署后直接用户的干预受到严重限制。在这些设置中,有限的电池寿命会带来基本的协调问题,即在保持覆盖范围的同时最大化网络的使用寿命。在本文中,我们提出了一种用于传感器网络中高效电源管理的分布式方案,该方案可确保以在线方式识别次优拓扑。我们的方案基于一般的(博弈论)数学结构,该结构在信息层和物理层之间产生自然映射。我们为算法收敛到纯Nash平衡提供了充分的条件,并根据覆盖范围表征了算法的性能。我们还在MicaZ测试平台和大规模拓扑(通过仿真获得)上呈现令人鼓舞的性能结果。

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