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Data fusion and tracking of complex target maneuvers with a simplex-trained neural network-based architecture

机译:基于单纯形训练的神经网络架构的复杂目标机动数据融合和跟踪

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The capabilities of trained neural networks to perform fusion of data collected from dissimilar sensors employed in target surveillance and tracking environments facilitate an attractive framework for developing advanced target tracking architectures. We present a scheme that employs an integration of a multilayer neural network trained with features extracted from multisensor data and a Kalman filter that yields a reliable tracking algorithm capable of following even noncooperative targets executing complex evasive maneuvers. A learning strategy based on a simplex optimization algorithm that seeks the global minimum of the training error and a progressive network growing procedure are employed to develop the required capabilities underlying the desirable tracking performance delivered by the neural network tracking algorithm. Some representative performance validation studies are given in the form of tracking experiments involving targets executing not only straight line acceleration maneuvers but also complex turns in environments characterized by severe noise and clutter. A fundamental characteristic that deserves emphasis in the proposed target tracking architecture is the role of the neural network in performing data fusion and in providing assistance to a simple linear Kalman filter for tracking the maneuvering target, which provides an intelligent way of implementing an overall nonlinear tracking filter without any attendant increases in computational complexity.
机译:受过训练的神经网络执行从目标监视和跟踪环境中采用的异类传感器收集的数据融合的功能,为开发高级目标跟踪体系结构提供了诱人的框架。我们提出了一个方案,该方案采用了多层神经网络的集成训练,该多层神经网络经过训练,具有从多传感器数据中提取的特征以及卡尔曼滤波器,该卡尔曼滤波器产生了可靠的跟踪算法,该算法甚至可以跟踪执行复杂规避演习的非合作目标。采用基于单纯形优化算法的学习策略,该算法寻求训练误差的全局最小值,并采用渐进式网络增长程序来开发基于所需能力的神经网络跟踪算法所提供的理想跟踪性能。以跟踪实验的形式给出了一些具有代表性的性能验证研究,其中涉及目标不仅执行直线加速机动,而且还执行在以严重噪声和杂波为特征的环境中的复杂转弯。在拟议的目标跟踪体系结构中值得强调的一个基本特征是神经网络在执行数据融合和协助简单的线性卡尔曼滤波器跟踪机动目标方面的作用,这为实现整体非线性跟踪提供了一种智能方法过滤器而没有任何伴随的计算复杂度的增加。

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