利用马尔科夫模型的位置估计的时间后处理

T. Weber, M. Meurer
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引用次数: 1

摘要

E911等应急服务对移动终端精确定位的需求,不仅激发了移动无线电场景中位置估计的广泛研究,还激发了基于位置的新业务的广泛研究。不幸的是,移动无线电场景具有阴影和多径传播的特点,这使得准确的位置估计成为一项困难的任务。这对于室内场景来说尤其如此。基于GPS或GALILEO等卫星信号的位置估计和基于移动无线电系统信号的位置估计都受到这些不利传播条件的影响。在本文中,我们只是接受移动无线电场景中的初始位置估计相当粗糙。我们的重点是将多个先后得到的粗略位置估计组合在一起,以获得移动终端在某一时刻的移动路径或位置的改进估计。在组合位置估计时,我们必须考虑移动终端在获得初始位置估计的测量期间可能会移动。我们用马尔科夫模型来描述移动终端的移动性,马尔科夫模型的状态对应于移动终端的位置,并应用隐马尔科夫模型理论来获得改进的位置估计
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Temporal post-processing of position estimates exploiting Markoff models
The demand for accurate positioning of mobile terminals for emergency services like E911 inspired extensive research not only on position estimation in mobile radio scenarios but also on new location based services. Unfortunately, mobile radio scenarios are characterized by shadowing and multipath propagation, which renders accurate position estimation a difficult task. This is especially true for indoor scenarios. Both position estimation based on satellite signals like GPS or GALILEO and position estimation based on the mobile radio system's signals suffer from these adverse propagation conditions. In the present paper we just accept that initial position estimates in mobile radio scenarios are rather rough. We focus on combining multiple successively obtained rough position estimates in order to obtain improved estimates of the path on which the mobile terminal moved or of the position at a certain time instant. When combining position estimates we have to consider that the mobile terminal may move during the measurement period in which the initial position estimates are obtained. We describe the mobility of the mobile terminal by a Markoff Model, whose states correspond to the positions, and apply the theory of hidden Markoff models for obtaining the improved position estimates
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