基于投影神经网络的高阶矩约束传感器融合

Y. Alipouri, Reza Rafati Bonab, Le Zhong
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Yousef Alipouri,阿尔伯塔大学机械工程系,加拿大埃德蒙顿市NW街9211‐116号,AB T6G 1H9。摘要现有的传感器融合方法主要有基于高斯和基于非高斯的传感器融合方法。在第一种方法中,基于第二矩确定融合权重。这种方法无法解释高阶矩;因此,它对非高斯传感器是不准确的。在第二种方法中,利用传感器数据的分布函数确定融合权值。虽然该方法比基于高斯的传感器融合更精确,但它需要每个传感器的所有矩信息,这些信息要么不可用,要么很难识别,因此是一种复杂的方法。在这里,我们提出了一种替代方法,通过有限数量的n(>2)个数据的矩信息来确定融合权重。所提出的方法在准确性和复杂性之间进行了权衡。另一个尚未在文献中研究的问题是矩约束的存在性。所提出的方法也可以解决这个问题。为此,采用基于投影的神经网络优化方法计算满足矩约束的最优融合权值。将所提出的传感器融合方法应用于暖通空调(HVAC)入住率预测。
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Sensor fusion with high-order moments constraints using projection-based neural network
Yousef Alipouri, Department of Mechanical Engineering, University of Alberta, 9211‐116 Street NW, Edmonton, AB T6G 1H9, Canada. Email: alipouri@ualberta.ca Abstract The existing sensor fusion methods mainly follow two approaches, including Gaussian and Non‐Gaussian‐based sensor fusion approaches. In the first approach, fusion weights are determined based on the second moment. This approach is unable to account for high‐order moments; thus, it is not accurate for non‐Gaussian sensors. In the second approach, the fusion weights are determined using distribution functions of sensor data. Though this method is more accurate than Gaussian‐based sensor fusion, it is a sophisticated method as it requires all moments information of each sensor, which is either not available or at least hard to be identified. Here, we propose an alternative way to determine the fusion weights by a limited number of n (>2) moment information of data. The proposed method makes trades off between accuracy and complexity. The other problem, which has not been studied in the literature, is existence of constraints on moments. The proposed method can address this problem as well. To do this, a projection‐based neural network‐based optimization method is used to calculate the optimal fusion weights that satisfy moment constraints. A practical application of the proposed sensor fusion method on predicting occupancy for heating, ventilation, and air conditioning (HVAC) is conducted.
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