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Principal Component Analysis (PCA) for Data Fusion and Navigation of Mobile Robots

机译:用于移动机器人的数据融合和导航的主成分分析(PCA)

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A mobile robot system usually has multiple sensors of various types. In a dynamic and unstructured environment, information processing and decision making using the data acquired by these sensors pose a significant challenge. Kalman filter- based methods have been developed for fusing data from various sensors for mobile robots. However, the Kalman filter methods are computationally intensive. Markov and Monte Carlo methods axe even less efficient than Kalman filter methods. In this paper, we present an alternative method based on principal component analysis (PCA) for processing the data acquired with multiple sensors. Principal component analysis (PCA) is a procedure that projects input data of larger dimensionality onto a smaller dimensionality space while maximally preserving the intrinsic information in the input data vectors. It transforms correlated input data into a set of statistically independent features or components, which are usually ordered by decreasing information content. The learning rule for PCA is basically non-supervised and was first proposed by Oja in 1982. More advanced learning algorithms were also proposed for PCA including a neural network based approach called PCA network (PCANN). In this paper, we present a PCA network scheme for the sensor information processing of a mobile robot.
机译:移动机器人系统通常具有多种各种类型的传感器。在动态和非结构化环境中,使用这些传感器获取的数据的信息处理和决策构成了重大挑战。基于卡尔曼筛选的方法是为融合来自移动机器人的各种传感器的数据。但是,卡尔曼滤波方法是计算密集的。马尔可夫和蒙特卡罗方法斧头甚至比卡尔曼滤波方法更低。在本文中,我们介绍了一种基于主成分分析(PCA)的替代方法,用于处理使用多个传感器获取的数据。主成分分析(PCA)是将更大维度的输入数据投射到较小的维度空间上,同时最大地保留输入数据向量中的内部信息。它将相关的输入数据转换为一组统计学上独立的特征或组件,这些功能通常通过降低信息内容来排序。 PCA的学习规则基本上是未经监督的,并于1982年首次提出。还提出了更高级的学习算法,包括称为PCA网络(PCANN)的神经网络基于网络的方法。在本文中,我们为移动机器人提供了一种用于传感器信息处理的PCA网络方案。

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