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Learning Dynamics of the Complex-Valued Neural Network in the Neighborhood of Singular Points

Learning Dynamics of the Complex-Valued Neural Network in the Neighborhood of Singular Points
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摘要 In this paper, the singularity and its effect on learning dynamics in the complex-valued neural network are elucidated. It has learned that the linear combination structure in the updating rule of the complex-valued neural network increases the speed of moving away from the singular points, and the complex-valued neural network cannot be easily influenced by the singular points, whereas the learning of the usual real-valued neural network can be attracted in the neighborhood of singular points, which causes a standstill in learning. Simulation results on the learning dynamics of the three-layered real-valued and complex-valued neural networks in the neighborhood of singularities support the analytical results. In this paper, the singularity and its effect on learning dynamics in the complex-valued neural network are elucidated. It has learned that the linear combination structure in the updating rule of the complex-valued neural network increases the speed of moving away from the singular points, and the complex-valued neural network cannot be easily influenced by the singular points, whereas the learning of the usual real-valued neural network can be attracted in the neighborhood of singular points, which causes a standstill in learning. Simulation results on the learning dynamics of the three-layered real-valued and complex-valued neural networks in the neighborhood of singularities support the analytical results.
作者 Tohru Nitta
出处 《Journal of Computer and Communications》 2014年第1期27-32,共6页 电脑和通信(英文)
关键词 Complex-Valued NEURAL Network COMPLEX Number LEARNING SINGULAR Point Complex-Valued Neural Network Complex Number Learning Singular Point
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