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An Aggregate Computing Approach to Self-Stabilizing Leader Election

机译:一种自我稳定型领导者选举的综合计算方法

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Leader election is one of the core coordination problems of distributed systems, and has been addressed in many different ways suitable for different classes of systems. It is unclear, however, whether existing methods will be effective for resilient device coordination in open, complex, networked distributed systems like smart cities, tactical networks, personal networks and the Internet of Things (IoT). Aggregate computing provides a layered approach to developing such systems, in which resilience is provided by a layer comprising a set of adaptive algorithms whose compositions have been shown to cover a large class of coordination activities. In this paper, we show how a feedback interconnection of these basis set algorithms can perform distributed leader election resilient to device topology and position changes. We also characterize a key design parameter that defines some important performance attributes: Too large a value impairs resilience to loss of existing leaders, while too small a value leads to multiple leaders. We characterize the smallest value of this parameter for which the only stationary points have single leaders, and demonstrate resilience of this algorithm through simulations.
机译:领导人选举是分布式系统的核心协调问题之一,并且已经以适合不同类别系统的许多不同方式得到解决。但是,目前尚不清楚现有方法对于在开放,复杂,网络化的分布式系统(如智能城市,战术网络,个人网络和物联网(IoT))中的弹性设备协调是否有效。聚合计算提供了一种开发此类系统的分层方法,其中,弹性是由包含一组自适应算法的一层提供的,该自适应算法的组成已显示出涵盖了大范围的协调活动。在本文中,我们展示了这些基础集算法的反馈互连如何执行对设备拓扑和位置变化具有弹性的分布式领导者选举。我们还描述了定义一些重要性能属性的关键设计参数的特征:太大的值会削弱对失去现有领导者的适应力,而太小的价值会导致多个领导者。我们表征了该参数的最小值(只有固定点具有单个前导),并通过仿真演示了该算法的弹性。

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