Chen, L.; Gong, M.; Zhao, Y.; Liu, X. Finite-Time Synchronization for Stochastic Fractional-Order Memristive BAM Neural Networks with Multiple Delays. Fractal Fract.2023, 7, 678.
Chen, L.; Gong, M.; Zhao, Y.; Liu, X. Finite-Time Synchronization for Stochastic Fractional-Order Memristive BAM Neural Networks with Multiple Delays. Fractal Fract. 2023, 7, 678.
Chen, L.; Gong, M.; Zhao, Y.; Liu, X. Finite-Time Synchronization for Stochastic Fractional-Order Memristive BAM Neural Networks with Multiple Delays. Fractal Fract.2023, 7, 678.
Chen, L.; Gong, M.; Zhao, Y.; Liu, X. Finite-Time Synchronization for Stochastic Fractional-Order Memristive BAM Neural Networks with Multiple Delays. Fractal Fract. 2023, 7, 678.
Abstract
This paper studies the finite-time synchronization problem of fractional-order stochastic memristive bidirectional associative memory neural networks (MBAMNNs) with discontinuous jumps. A novel criterion for finite-time synchronization is obtained by utilizing the properties of quadratic fractional-order Gronwall inequality with time delay and the comparison principle. This criterion provides a new approach to analyze the finite-time synchronization problem of neural networks with stochasticity. Finally, numerical simulations are provided to demonstrate the effectiveness and superiority of the obtained results.
Computer Science and Mathematics, Applied Mathematics
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