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COLLABORATED SENSOR NETWORK VIA SEQUENTIAL MONTE CARLO

机译:通过顺序蒙特卡罗协作的传感器网络

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Sequential Monte Carlo (SMC) methods for Bayesian inferencernhave been applied to the problem of informationdrivenrndynamic sensor collaboration in clutter environmentsrnfor sensor networks. The dynamics of the system under considerationrnare described by nonlinear sensing models withinrnrandomly deployed sensor nodes. The exact solution to thisrnproblem is prohibitively complex due to the nonlinear naturernof the system. The sequential Monte Carlo (SMC)rnmethods are therefore employed to track the probabilisticrndynamics of the system and to make the corresponding Bayesianrnestimates and predictions. To meet the specific requirementsrninherent in sensor network, such as low-power consumptionrnand collaborative information processing, we proposerna novel SMC solution that makes use of the auxiliaryrnparticle filter technique for data fusion at densely deployedrnsensor nodes, and the collapsed kernel representation of therna posteriori distribution for information exchange betweenrnsensor nodes. Furthermore, an efficient numerical methodrnis proposed for approximating the entropy-based informationrnutility in sensor selection. It is seen that under the SMCrnframework, the optimal sensor selection and collaborationrncan be implemented naturally, and significant improvementrnis achieved over existing methods in terms of localizing andrntracking accuracies.
机译:贝叶斯推理的顺序蒙特卡洛(SMC)方法已经应用于传感器网络中杂乱环境中信息驱动的动态传感器协作问题。随机部署的传感器节点内的非线性感测模型描述了所考虑系统的动力学。由于系统的非线性特性,该问题的确切解决方案非常复杂。因此,采用顺序蒙特卡洛(SMC)方法来跟踪系统的概率动力学,并进行相应的贝叶斯神经估计和预测。为了满足传感器网络固有的特定要求,例如低功耗和协作信息处理,我们提出了一种新颖的SMC解决方案,该解决方案利用辅助粒子滤波技术在密集部署的传感器节点上进行数据融合,并使用后代分布的折叠核表示传感器节点之间的信息交换。此外,提出了一种有效的数值方法,用于逼近传感器选择中基于熵的信息误差。可以看出,在SMC框架下,自然可以实现最佳的传感器选择和协作,并且在定位和跟踪精度方面,与现有方法相比,取得了显着改善。

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