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Further results on stability of linear discrete time delay systems over a finite time interval: Novel delay-independent conditions.

, , , , and . ICCA, page 1213-1218. IEEE, (2011)

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Stability of Discrete-Time Systems with Time-Varying Delay: Delay Decomposition Approach., , and . Int. J. Comput. Commun. Control, 7 (4): 776-784 (2012)Finite-Time Passivity-Based Stability Criteria for Delayed Discrete-Time Neural Networks via New Weighted Summation Inequalities., , , , and . IEEE Trans. Neural Networks Learn. Syst., 30 (1): 58-71 (2019)Further results on stability of linear discrete time delay systems over a finite time interval: Novel delay-independent conditions., , , , and . ICCA, page 1213-1218. IEEE, (2011)The application of different Lyapunov-like functionals and some aggregate norm approximations of the delayed states for finite-time stability analysis of linear discrete time-delay systems., , and . J. Frankl. Inst., 351 (7): 3914-3931 (2014)Lyapunov stability theory: a quite new approach - discrete descriptive time delayed system., , , and . ACC, page 1-6. IEEE, (2006)Further results on singular time delayed system stability., , , and . ACC, page 4271-4276. IEEE, (2005)Robust finite-time stability of discrete time systems with interval time-varying delay and nonlinear perturbations.. J. Frankl. Inst., 354 (11): 4549-4572 (2017)Discrete time delayed system stability theory in the sense of Lyapunov: new results., , , , and . ISIC, page 511-516. IEEE, (2004)Singular Time Delayed System Stability Theory in the sense of Lyapunov: A Quite New Approach., , , and . ACC, page 4939-4944. IEEE, (2007)Finite-time stability for discrete-time singular systems with time-delay and nonlinear perturbations., , and . ICSC, page 19-24. IEEE, (2015)