Mạng thần kinh thường xuyên cho dự đoán P7
Stability Issues in RNN Architectures
Perspective
The focus of this chapter is on stability and convergence of relaxation realised through NARMA recurrent neural networks. Unlike other commonly used approaches, which mostly exploit Lyapunov stability theory, the main mathematical tool employed in this analysis is the contraction mapping theorem (CMT), together with the fixed point iteration (FPI) technique. This enables derivation of the asymptotic stability (AS) and global asymptotic stability (GAS) criteria for neural relaxive systems. For rigour, existence, uniqueness, convergence and convergence rate are considered and the analysis is provided for a range of activation functions and recurrent neural networks architectures.
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