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Proving distributed algorithms for mobile agents: Examples of spanning tree computation in dynamic networks

机译:验证用于移动代理的分布式算法:动态网络中生成树计算的示例

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In a dynamic network topological events can occur at any time, and no stable periods can be assumed. To make designing distributed algorithms easier, we model these latter with a local computation model. The implementation of a local computation model using message passing communication model has given rise to various problems. Among these we can mention the use of a great amount of communication and computation resources. In order to solve these problems, we propose another implementation of rewriting systems using mobile agents. We present then, using local computations, a framework for describing distributed algorithms for mobile agents in a dynamic network. We make use of the high level encoding of these algorithms as transition rules. The main advantage of this uniform and formal approach is the proof correctness of distributed algorithms. We illustrate this approach by giving an example of distributed computation of a hierarchical spanning tree by mobile agents in a dynamic network.
机译:在动态网络中,拓扑事件可以随时发生,并且不能假设稳定的时间段。为了简化分布式算法的设计,我们使用本地计算模型对后者进行建模。使用消息传递通信模型来实现本地计算模型引起了各种问题。在这些当中,我们可以提到使用了大量的通信和计算资源。为了解决这些问题,我们提出了使用移动代理的重写系统的另一种实现方式。然后,我们使用本地计算提出一个框架,用于描述动态网络中移动代理的分布式算法。我们将这些算法的高级编码用作过渡规则。这种统一和形式化方法的主要优点是分布式算法的证明正确性。我们通过提供一个由动态网络中的移动代理对分层生成树进行分布式计算的示例来说明此方法。

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