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Delay stabilization of rotating waves without odd number limitation

, , , , and . Reviews of nonlinear dynamics and complexity, 1, Wiley-VCH, Weinheim, (2008)

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Beyond the odd number limitation of time-delayed feedback control, , , , and . Handbook of Chaos Control, Wiley-VCH, Weinheim, Second completely revised and enlarged edition.(2008)Beyond odd number limitation: a bifurcation analysis of time-delayed feedback control, , , , , and . Phys.~Rev.~E, 76 (2): 026210 (August 2007)Delay stabilization of rotating waves without odd number limitation, , , , and . Reviews of nonlinear dynamics and complexity, 1, Wiley-VCH, Weinheim, (2008)Spiral Wave Dynamics: Reaction and Diffusion versus Kinematics, , and . Analysis and Control of complex nonlinear Processes in Physics, Chemistry and Biology, World Scientific, Singapore, (2007)Refuting the odd number limitation of time-delayed feedback control, , , , and . Phys.~Rev.~Lett., (2007)Decentralized connective stabilization of complex large-scale systems with expanding construction employing reduced-order observers: Dedicated to Prof. Dragislav D. Siljak, the grandmaster of complex large-scale systems., , , , and . SMC, page 2492-2497. IEEE, (2017)Stabilization of singular T-S fuzzy Markovian jump system with mode-dependent derivative-term coefficient via sliding mode control., , , and . Appl. Math. Comput., (2020)Congestion control using integral SMC for ATM networks with multiple time-delays and varying bandwidth., , , and . CDC, page 5192-5197. IEEE, (2007)Multi-objective flight controller design for an airplane with multiple operating points., , , and . CDC, page 608-613. IEEE, (2008)On complex non-linear systems with symmetries: controllability preserving decomposition., , , and . ICECS, page 883-886. IEEE, (2002)