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Eigenvalue Based Stability Analysis for Asymmetric Complex Dynamical Networks.

, , , , and . Complex (2), volume 5 of Lecture Notes of the Institute for Computer Sciences, Social Informatics and Telecommunications Engineering, page 2149-2158. Springer, (2009)

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Pinning synchronization and optimization of complex networks with sign inner-coupling configurations., , and . ICCA, page 397-402. IEEE, (2017)Eigenvalue Based Stability Analysis for Asymmetric Complex Dynamical Networks., , , , and . Complex (2), volume 5 of Lecture Notes of the Institute for Computer Sciences, Social Informatics and Telecommunications Engineering, page 2149-2158. Springer, (2009)Distributed Optimal Formation Control with Hard Constraints on Energy and Time., , , and . ICCA, page 1253-1258. IEEE, (2020)Consensus of linear differential inclusions via composite Laplacian quadratics., , and . ACC, page 2137-2142. IEEE, (2015)When distributed formation control is feasible under hard constraints on energy and time?, , , , and . Autom., (2022)Synchronization of heterogeneous and uncertain networks via adaptive intermittent pinning control., and . Syst. Control. Lett., (2024)Properties of Composite Laplacian Quadratics and Their Applications in Consensus of Linear Differential Inclusions., , and . IEEE Trans. Automat. Contr., 61 (8): 2269-2275 (2016)Eigenvalue based approach to pinning synchronization in general coupled networks., and . CDC, page 2742-2747. IEEE, (2009)A Distributed Algorithm for Tracking General Functions of Multiple Signals Not-Necessarily Having Steady States., , , and . IEEE Trans. Circuits Syst. II Express Briefs, 68 (6): 2107-2111 (2021)Stability of Non-diagonalizable Networks: Eigenvalue Analysis., , and . Complex (1), volume 4 of Lecture Notes of the Institute for Computer Sciences, Social Informatics and Telecommunications Engineering, page 980-990. Springer, (2009)