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Characterizing invariance properties of linear time-delay systems: The general case.

, , , , and . CDC, page 1590-1595. IEEE, (2013)

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Stability analysis of neutral systems with mixed delays., , , and . Automatica, 44 (11): 2968-2972 (2008)Stability analysis of neutral systems with distributed delays., and . Automatica, 44 (8): 2197-2201 (2008)Some remarks on robust stability of networked control systems., , , and . CCA/ISIC, page 19-24. IEEE, (2009)Critical Simple Imaginary Characteristic Roots and Invariance Properties for Quasipolynomials: A Missing Link., , and . TDS, page 126-131. International Federation of Automatic Control, (2013)On Tau-Decomposition Frequency-Sweeping Test for a Class of Time-Delay Systems. Part II: Multiple Roots Case., , , , and . TDS, page 138-143. International Federation of Automatic Control, (2012)The Characteristics of Singular Rough Sets on CS ( K )., , and . ACFIE, volume 54 of Advances in Soft Computing, page 620-626. (2008)Optimization for networked control systems under the hyper-sampling period., , , and . ECC, page 2868-2873. IEEE, (2014)Reversals in stability of linear time-delay systems: A finer characterization., , , , and . Automatica, (2019)Complete Stability Analysis With Respect to Delay for Neural Networks., , and . IEEE Trans. Neural Netw. Learning Syst., 29 (10): 4672-4682 (2018)Comments on "Delay-dependent robust Hinfinity control for uncertain systems with a state-delay"., and . Automatica, 43 (3): 571 (2007)