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A routing strategy for non-cooperation wireless multi-hop ad hoc networks

机译:非合作无线多跳自组织网络的路由策略

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摘要

Choosing routes such that the network lifetime is maximized in a wireless network with limited energy resources is a major routing problem in wireless multi-hop ad hoc networks. In this paper, we study the problem where participants are rationally selfish and non-cooperative. By selfish we designate the users who are ready to tamper with their source-routing {senders could choose intermediate nodes in the routing paths) or next hop selection strategies in order to increase the total number of packets transmitted, but do not try to harm or drop packets of the other nodes. The problem therefore amounts to a non-cooperative game. In the works [2,6,19,23], the authors show that the game admits Nash equilibria [1]. Along this line, we first show that if the cost function is linear, this game has pure-strategy equilibrium flow even though participants have different demands. However, finding a Nash equilibrium for a normal game is computationally hard [9]. In this work, inspired by mixed-strategy equilibrium, we propose a simple local routing algorithm called Mixed Path Routing protocol (MiPR). Using analysis and simulations, we show that MiPR drives the system to an equilibrium state where selfish participants do not have incentive to deviate. Moreover, MiPR significantly improves the network lifetime as compared to original routing protocols.
机译:在无线多跳自组织网络中,选择路由以使网络寿命在具有有限能源的无线网络中最大化是主要的路由问题。在本文中,我们研究了参与者理性地自私且不合作的问题。通过自私自利,我们指定愿意篡改其源路由的用户(发送者可以选择路由路径中的中间节点)或下一跳选择策略,以增加传输的数据包总数,但不要试图伤害或破坏丢弃其他节点的数据包。因此,问题在于不合作的游戏。在作品[2,6,19,23]中,作者证明游戏承认纳什均衡[1]。沿着这条线,我们首先表明,如果成本函数是线性的,那么即使参与者有不同的需求,该博弈仍具有纯策略均衡流。然而,为正常游戏找到纳什均衡在计算上是困难的[9]。在这项工作中,受混合策略均衡的启发,我们提出了一种称为混合路径路由协议(MiPR)的简单本地路由算法。通过分析和仿真,我们表明,MiPR将系统驱动到一个平衡状态,在此状态下自私的参与者没有动机偏离。此外,与原始路由协议相比,MiPR大大提高了网络寿命。

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