基于深度学习的设备不变元胞室内定位系统

Hamada Rizk
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引用次数: 21

摘要

对无所不在和精确的室内定位服务的需求不断增长。根据定义,基于蜂窝的系统已被证明是提供无处不在的定位服务的完美选择。实现这一目标的主要障碍是许多不同类型和型号的移动电话的异质性,这导致即使在同一时间从同一地点测量到的接收信号强度(RSS)也会发生变化。这尤其适用于基于指纹的定位,在系统训练和跟踪时间之间可能会使用不同类型的手机。目前基于细胞的解决方案的性能显著下降。在本文中,我们提出了一种基于深度学习的系统,该系统利用来自训练设备的蜂窝测量,在毫瓦功耗的看不见的跟踪手机上提供一致的、细粒度的性能。该系统采用不同的组件提取设备不变性特征,提高了深度模型的泛化性和鲁棒性,实现了设备透明运行。在三种不同外形尺寸和传感能力的Android手机的实际测试平台上对该系统进行了评估,结果表明该系统可以达到一致的定位精度。这比最先进的室内蜂窝系统至少好65%。我们的实验显示了这种方法的前景,在同一部手机的训练和测试中,产生的最大中值误差通常只有0.39米。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Device-Invariant Cellular-Based Indoor Localization System Using Deep Learning
The demand for a ubiquitous and accurate indoor localization service is continuously growing. Cellular-based systems, by definition, have been shown to be a perfect selection to provide a ubiquitous localization service. The main barrier towards achieving this goal is the heterogeneity of the many different types and models of cell phones which result in variations of the measured received signal strength (RSS) even from the same location at the same time. This is particular to fingerprinting-based localization where different types of phones may be used between the system training and tracking times. The performance of the current cellular-based solutions drops significantly. In this paper, we propose a deep learning-based system that leverages cellular measurements from training devices to provide consistent, fine-grained performance across unseen tracking phones with milliwatts of power consumption. The proposed system incorporates different components to extract the device-invariant features and improve the deep model's generalization and robustness, achieving device-transparent operation. Evaluation of the proposed system in a realistic testbed using three different Android phones with different form factors and sensing capability shows that it can achieve a consistent localization accuracy. This is better than the state-of-the-art indoor cellularbased systems by at least 65%. Our experiments show the promise of this method, yielding maximum median error typically within only 0.39 meter of training and testing with the same phone.
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