SPS group, Eindhoven University of Technology, 5612 AZ Eindhoven, The Netherlands.
Signify Research, 5656 AE Eindhoven, The Netherlands.
Sensors (Basel). 2019 Feb 27;19(5):1006. doi: 10.3390/s19051006.
Smart buildings with connected lighting and sensors are likely to become one of the first large-scale applications of the Internet of Things (IoT). However, as the number of interconnected IoT devices is expected to rise exponentially, the amount of collected data will be enormous but highly redundant. Devices will be required to pre-process data locally or at least in their vicinity. Thus, local data fusion, subject to constraint communications will become necessary. In that sense, distributed architectures will become increasingly unavoidable. Anticipating this trend, this paper addresses the problem of presence detection in a building as a distributed sensing of a hidden Markov model (DS-HMM) with limitations on the communication. The key idea in our work is the use of a posteriori probabilities or likelihood ratios (LR) as an appropriate "interface" between heterogeneous sensors with different error profiles. We propose an efficient transmission policy, jointly with a fusion algorithm, to merge data from various HMMs running separately on all sensor nodes but with all the models observing the same Markovian process. To test the feasibility of our DS-HMM concept, a simple proof-of-concept prototype was used in a typical office environment. The experimental results show full functionality and validate the benefits. Our proposed scheme achieved high accuracy while reducing the communication requirements. The concept of DS-HMM and a posteriori probabilities as an interface is suitable for many other applications for distributed information fusion in wireless sensor networks.
具有互联照明和传感器的智能建筑很可能成为物联网 (IoT) 的首批大规模应用之一。然而,随着互联 IoT 设备数量预计呈指数级增长,收集的数据量将非常庞大,但高度冗余。设备将需要在本地或至少在其附近进行数据预处理。因此,局部数据融合(受限于通信)将变得必要。从这个意义上说,分布式架构将变得越来越不可避免。为了预测这一趋势,本文将建筑物中的存在检测问题作为具有通信限制的隐马尔可夫模型 (HMM) 的分布式传感 (DS-HMM) 来解决。我们工作的关键思想是使用后验概率或似然比 (LR) 作为具有不同误差分布的异构传感器之间的适当“接口”。我们提出了一种有效的传输策略,以及一种融合算法,以便从所有传感器节点上独立运行的各种 HMM 中合并数据,但所有模型都观察到相同的马尔可夫过程。为了测试我们的 DS-HMM 概念的可行性,在典型的办公环境中使用了一个简单的概念验证原型。实验结果表明了其功能的全面性和有效性。我们提出的方案在降低通信要求的同时实现了高精度。DS-HMM 和后验概率作为接口的概念适用于无线传感器网络中许多其他分布式信息融合应用。