Journal Publications

• [1]G. Weiss, H.C. Zhou.Output feedback exponential stabilization for 1-D unstable wave equations with boundary control matched disturbance[J].SIAM J. Control Optim.: 56(2018), 4098-4129..
• [2]W. Guo, H.C. Zhou.Output feedback exponential stabilization of one dimensional wave equation with velocity recirculation[J].IEEE Trans. Automat. Control.(2019)
• [3]H.C. Zhou.Output tracking and disturbance rejection for 1-D anti-stable wave equation[J].ESAIM Control Optim. Calc. Var.(2019)
• [4]H.C. Zhou, Z.H. Wu, B.Z. Guo, Y.Q. Chen.Boundary stabilization and disturbance rejection for an unstable time fractional diffusion-wave equation[J].ESAIM Control Optim. Calc. Var, 2022, 28: 1-30.
• [5]H.C. Zhou, W. Guo.Adaptive error feedback regulation problem for an Euler-Bernolli beam equation with unmatched general unmatched boundary harmonic disturbance[J]. SIAM J. Control Optim.: 57(2019), 1890-1928..
• [6]J.P. Huang, H.C. Zhou, J.M. Yong.Infinite Horizon Linear Quadratic Overtaking Optimal Control Problems.SIAM J. Control Optim.: 59(2021), 1312-1340..
• [7]S.H. Xiang, B.Z. Guo, H.C. Zhou.Performance output tracking for M-D heat equation subject to unmatched disturbance and non-collocated control[J]. (Regular paper).IEEE Trans. Automat. Control.(2020)
• [8]Z.D. Mei, H.C. Zhou.Output feedback exponential stabilization for a one-dimensional wave equation with control matched disturbance and non-collocated observation.IEEE Trans. Automat. Control.(2020)
• [9]J.H. Chen, L. Fu, H.C. Zhou.Infinite-Time Admissibility of the Gurtin-Pipkin Systems in Hilbert Spaces[J].SIAM J. Control Optim.: 60(2022), 505-529..
• [10]J.H. Chen, H.C. Zhou, X.F. Zhao.Admissibility and observability of Jeffreys type of overdamped second order linear systems.SIAM J. Control Optim.
• [11]W. Guo, H.C. Zhou.Performance output tracking and disturbance rejection for an Euler-Bernoulli beam equation with unmatched boundary disturbance[J].J. Math. Anal. Appl.: 470(2019),1222–1237..
• [12]Y.Q. Chen, B.Z. Guo, C.W. Lv, H.C. Zhou.Mittag-Leffler stabilization for an unstable time fractional anomalous diffusion equation with boundary control matched disturbance[J]. International Journal of Robust and Nonlinear Control(2019)
• [13]B.Z. Guo, H.C. Zhou.Boundary feedback stabilization for an unstable time fractional reaction diffusion equations[J].SIAM J. Control Optim.: 56(2018), 75-101..
• [14]M. Krstic, H.C. Zhou, W. Guo.Adaptive error feedback output regulation for 1D wave equation[J].Internat. J. Robust Nonlinear Control: 28(2018), 4309-4329..
• [15]B.Z. Guo, H.C. Zhou.Performance output tracking for one-dimensional wave equation subject to unmatched general disturbance and non-collocated control[J].Eur. J. Control: 39(2018), 39-52..
• [16]B.Z. Guo, H.C. Zhou.Unknown input observer based output feedback stabilization for multi-dimensional wave equation with boundary control matched uncertainty[J].J. Differential Equations: 263(2017), 2213-2246.
• [17]Z.H. Wu, B.Z. Guo, H.C. Zhou.Output feedback stabilization for a cascaded wave PDE-ODE system subject to boundary control matched disturbance[J].Internat. J. Control: 89(2016), 2396-2405..
• [18]E. Fridman, G. Weiss, H.C. Zhou, V. Natarajan.Exact controllability of a class of nonlinear distributed parameter systems using back and forth iterations[J].Internat. J. Control
• [19]H.C. Zhou, B.Z. Guo.Output feedback stabilization for multi-dimensional Kirchhoff Plate with general corrupted boundary observation[J].Eur. J. Control: 28(2016), 38-48..
• [20]H.C. Zhou, Z.H. Wu., B.Z. Guo.Active disturbance rejection control approach to output-feedback stabilization of a class of uncertain nonlinear systems subject to stochastic disturbance[J].IEEE Trans. Automat. Control: 61(2016), 1613-1618..