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A Multi-Model Particle Filtering Algorithm for Indoor Tracking of Mobile Terminals Using RSS Data

机译:一种用于使用RSS数据的移动终端室内跟踪的多模型粒子滤波算法

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In this paper we address the problem of indoor tracking using received signal strength (RSS) as a position-dependent data measurement. This type of measurements are very appealing because they can be easily obtained with a variety of wireless technologies which are relatively inexpensive. The extraction of accurate location information from RSS in indoor scenarios is not an easy task, though. Since RSS is highly influenced by multipath propagation, it turns out very hard to adequately model the correspondence between the received power and the transmitter-to-receiver distance. The measurement models proposed in the literature are site-specific and require a great deal of information regarding the structure of the building where the tracking will be performed and therefore are not useful for a general application. For that reason we propose the use of a compound model that combines several sub-models, whose parameters are adjusted to specific and different propagation environments. This methodology, called Interacting Multiple Models (IMM), has been used in the past for modeling the motion of maneuvering targets. Here, we extend its application to handle also the uncertainty in the RSS observations and we refer to the resulting state-space model as a generalized IMM (GIMM) system. The flexibility of the GIMM approach is attained at the expense of an increase in the number of random processes that must be accurately tracked. To overcome this difficulty, we introduce a Rao-Blackwellized sequential Monte Carlo tracking algorithm that exhibits good performance both with synthetic and experimental data.
机译:在本文中,我们通过接收信号强度(RSS)作为位置相关的数据测量来解决室内跟踪问题。这种类型的测量非常有吸引力,因为它们可以通过相对便宜的各种无线技术容易地获得它们。但是,在室内方案中的RSS中提取精确的位置信息并不是一项简单的任务。由于RSS受到多径传播的高度影响,因此它非常难以充分模拟接收功率与发送器到接收器距离之间的对应关系。文献中提出的测量模型是特定于站点的,并且需要关于建筑物的结构的大量信息,其中将执行跟踪,因此对于一般应用而言不用。因此,我们建议使用组合多个子模型的复合模型,其参数被调整为特定的和不同的传播环境。过去使用了这种称为交互多模型(IMM)的方法,用于建模操纵目标的运动。在这里,我们将其应用扩展到RSS观察中的不确定性,并且我们将所产生的状态空间模型称为广义IMM(GIMM)系统。 GIMM方法的灵活性是以准确跟踪的随机过程数量的增加。为了克服这种困难,我们介绍了一种RAO-Blackwellized蒙特蒙特卡罗跟踪算法,其具有合成和实验数据的良好性能。

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