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- W1897780928 abstract "Research on delayed neural networks with variable self-inhibitions, inter-connection weights, and inputs is an important issue. In this paper, we discuss a large class of delayed dynamical systems with almost periodic self-inhibitions, inter-connection weights, and inputs. This model is universal and includes delayed systems with time-varying delays, distributed delays as well as combination of both. We prove that under some mild conditions, the system has a unique almost periodic solution, which is globally exponentially stable. We propose a new approach, which is independent of existing theory concerning with existence of almost periodic solution for dynamical systems." @default.
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- W1897780928 date "2005-01-01" @default.
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- W1897780928 title "Global exponential stability of almost periodic solution for a large class of delayed dynamical systems" @default.
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- W1897780928 doi "https://doi.org/10.1360/04ys0076" @default.
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