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Self-stabilizing algorithm for high service availability in spite of concurrent topology changes in ad hoc mobile networks

机译:尽管ad hoc移动网络中发生拓扑变化,但自稳定算法仍可提供高服务可用性

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Mobile nodes in ad hoc networks move freely and run out of battery power so quickly, which leads to frequent network partitioning. Network partitioning considerably reduces service availability when the server node is not in the same partition as the client nodes. In order to provide a continuous service availability for all mobile nodes, we propose a self-stabilizing algorithm that can tolerate multiple concurrent topological changes and can incur a cost of one server per long-lived connected component. By using (1) the time interval-based computations concept that distinguishes between disjoint and concurrent computations, and (2) Markov chain model, the proposed algorithm can within a finite time converge to a legitimate state even if topological changes occur during the convergence time. Our simulation results show that the algorithm can ensure very high service availability, and each node has a strong path to the server of its network component over 98% of the time.
机译:ad hoc网络中的移动节点会快速移动并耗尽电池电量,从而导致频繁的网络分区。当服务器节点与客户端节点不在同一分区中时,网络分区会大大降低服务可用性。为了为所有移动节点提供连续的服务可用性,我们提出了一种自稳定算法,该算法可以容忍多个并发的拓扑变化,并且每个长期连接的组件可能要花费一台服务器。通过使用(1)区分不相交和并发计算的基于时间间隔的计算概念,以及(2)马尔可夫链模型,即使在收敛时间内发生拓扑变化,所提出的算法也可以在有限的时间内收敛到合法状态。 。我们的仿真结果表明,该算法可以确保很高的服务可用性,并且每个节点在98%的时间内都有一条通往其网络组件服务器的强大路径。

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