Extended dissipativity-based finite-time contractive boundedness for delayed discrete-time neural networks via event-triggered approach
摘要
In this paper, we introduce a new performance index that examines the extended dissipative criteria in a finite-time contractive boundedness framework for the delayed discrete-time neural networks (DT-NNs). Initially, to avoid unnecessary resource consumption and to govern the information broadcast, the network-induced delay-dependent event-triggered state estimation approach is employed for the considered DT-NNs. In addition, a new discrete inequality for the single summable term is derived based on the generalized free-weighting-matrix inequality and parameter-dependent reciprocally convex inequality. Novel delay-square dependent Lyapunov-based sufficient conditions are employed to obtain the enhanced finite-time extended dissipative performance based on derived summation inequality. Furthermore, an example is provided in both numerical and simulation domains to exemplify the effectiveness of the proposed theoretical approach.