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Boundary recognition in sensor networks by topological methods

机译:拓扑方法在传感器网络中的边界识别

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摘要

Wireless sensor networks are tightly associated with the underlying environment in which the sensors are deployed. The global topology of the network is of great importance to both sensor network applications and the implementation of networking functionalities. In this paper we study the problem of topology discovery, in particular, identifying boundaries in a sensor network. Suppose a large number of sensor nodes are scattered in a geometric region, with nearby nodes communicating with each other directly. Our goal is to find the boundary nodes by using only connectivity information. We do not assume any knowledge of the node locations or inter-distances, nor do we enforce that the communication graph follows the unit disk graph model. We propose a simple, distributed algorithm that correctly detects nodes on the boundaries and connects them into meaningful boundary cycles. We obtain as a byproduct the medial axis of the sensor field, which has applications in creating virtual coordinates for routing. We show by extensive simulation that the algorithm gives good results even for networks with low density. We also prove rigorously the correctness of the algorithm for continuous geometric domains.
机译:无线传感器网络与部署传感器的基础环境紧密相关。网络的全局拓扑对于传感器网络应用程序和网络功能的实现都非常重要。在本文中,我们研究拓扑发现的问题,尤其是确定传感器网络中的边界。假设大量传感器节点分散在一个几何区域中,附近的节点直接相互通信。我们的目标是仅使用连通性信息来查找边界节点。我们不假定任何有关节点位置或距离的知识,也不强制通信图遵循单位磁盘图模型。我们提出了一种简单的分布式算法,该算法可以正确检测边界上的节点并将它们连接到有意义的边界循环中。作为副产品,我们获得了传感器字段的中间轴,该轴在创建虚拟坐标以进行路由中具有应用。我们通过广泛的仿真表明,即使对于低密度的网络,该算法也能提供良好的结果。我们还严格证明了连续几何域算法的正确性。

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