Further LMI conditions to the stability of the delayed discrete-time systems subject to generalized overflow nonlinearities and parameter uncertainties

Two sufficient stability conditions with the help of more relaxed improved finite-sum inequality to the stability analysis of delayed discrete-time systems exerting parameter uncertainties and generalized overflow nonlinearities are presented in this paper. The presented conditions are derived using Lyapunov function and are in the form of linear matrix inequalities. Eventually, numerical examples are used for proving the efficacy of the presented results.