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Polytopic energy-to-peak filter design for uncertain continuous systems over finite frequency ranges.

, , , , , and . Int. J. Syst. Sci., 55 (13): 2646-2658 (October 2024)

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Reduced-order H∞ filter design method for uncertain differential linear repetitive processes., , and . ICSC, page 319-325. IEEE, (2016)Achieving Prescribed-Time Stabilization in Nonlinear TCP/AQM Systems With Input Saturation., , , and . IEEE Trans. Netw. Sci. Eng., 11 (1): 1363-1373 (January 2024)Robust Observer-Based Controller Design for Uncertain Discrete-time Systems in Finite Frequency Domain., , , , and . ICMCS, page 1-6. IEEE, (2018)Robust observer design of one-sided Lipschitz nonlinear systems., , , and . ACC, page 5250-5255. IEEE, (2018)T-S Fuzzy Model-Based Robust Output-Feedback Control for Fractional-Order Systems., , and . ECC, page 434-440. IEEE, (2021)Descriptor formulation for a robust static output feedback $H_ınfty$ control for polytopic discrete-time system., , , , and . CoDIT, page 785-790. IEEE, (2022)Improved results on observer-based control for uncertain continuous-time systems., , , and . ICSC, page 146-150. IEEE, (2016)Stability of 2-D continuous systems in roesser model based on KYP lemma., , and . SDD, page 554-559. IEEE, (2017)Robust H∞ Observer-Based Control Synthesis for a Class of One-Sided Lipschitz Uncertain Systems with Quantized-Input., , , , and . ICSC, page 433-439. IEEE, (2023)Robust Finite-Frequency Observer-Controller of Continuous-time Systems., , , , , and . ICSC, page 233-238. IEEE, (2022)