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Spatial Field Reconstruction with Distributed Kernel Least Squares in Mobile Sensor Networks

机译:移动传感器网络中具有分布式核最小二乘的空间场重构

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Reconstructing spatial fields by sensor networks is a common problem in environmental monitoring applications. Usually, this task requires nonlinear techniques due to the underlying physical process. The so-called KDiCE algorithm is able to estimate such a spatial field in a distributed fashion by a nonlinear regression using kernel methods. To further enhance its reconstruction performance we consider a mobile sensor network in this paper. We utilize an iterative distributed scheme based on centroidal Voronoi tessellation where the sensors move to the center of mass of their Voronoi region. We include this sensor movement into the KDiCE algorithm and provide performance results regarding a distributed reconstruction of diffusion fields. Our evaluations show a significant gain in the performance by including sensor movement.
机译:在环境监测应用中,通过传感器网络重建空间场是一个普遍的问题。通常,由于底层物理过程,此任务需要非线性技术。所谓的KDiCE算法能够使用内核方法通过非线性回归以分布方式估计这种空间场。为了进一步提高其重建性能,我们在本文中考虑了移动传感器网络。我们利用基于质心Voronoi细分的迭代分布式方案,其中传感器移动到其Voronoi区域的质心。我们将这种传感器运动纳入KDiCE算法中,并提供有关扩散场的分布式重建的性能结果。我们的评估表明,通过包括传感器移动,可以显着提高性能。

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