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Model order reduction of LPV systems based on parameter varying modal decomposition.

I. Gozse, T. Luspay, T. Peni, Z. Szabó, and B. Vanek. CDC, page 7459-7464. IEEE, (2016)

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Other publications of authors with the same name

Robust linear parameter-varying control of blood pressure using vasoactive drugs.T. Luspay, and K. Grigoriadis. Int. J. Control, 88 (10): 2013-2029 (2015)Design and validation of an extended Kalman filter for estimating hemodynamic variables.T. Luspay, and K. Grigoriadis. ACC, page 4145-4150. IEEE, (2014)Mean-square optimal control of Linear Parameter Varying systems with noisy scheduling parameter measurements.T. Luspay, B. Kulcsár, and K. Grigoriadis. ACC, page 6084-6089. IEEE, (2013)Distributed state and unknown input estimation for freeway traffic flow models.T. Luspay, B. Kulcsár, T. Tettamanti, I. Varga, and J. Bokor. ECC, page 1782-1787. IEEE, (2009)An H-/H∞ blending for mode decoupling.T. Baár, and T. Luspay. ACC, page 175-180. IEEE, (2019)Sampled-data Linear Parameter Varying control of a turbocharged diesel engine.T. Luspay, K. Grigoriadis, and M. Franchek. ACC, page 6817-6822. IEEE, (2013)Linear Parameter Varying Identification of Freeway Traffic Models.T. Luspay, B. Kulcsár, J. van Wingerden, M. Verhaegen, and J. Bokor. IEEE Trans. Contr. Sys. Techn., 19 (1): 31-45 (2011)Adaptive Parameter Estimation of Blood Pressure Dynamics Subject to Vasoactive Drug Infusion.T. Luspay, and K. Grigoriadis. IEEE Trans. Contr. Sys. Techn., 24 (3): 779-787 (2016)Robust Control for Urban Road Traffic Networks.T. Tettamanti, T. Luspay, B. Kulcsár, T. Peni, and I. Varga. IEEE Trans. Intelligent Transportation Systems, 15 (1): 385-398 (2014)Model order reduction of LPV systems based on parameter varying modal decomposition.I. Gozse, T. Luspay, T. Peni, Z. Szabó, and B. Vanek. CDC, page 7459-7464. IEEE, (2016)

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Model order reduction of LPV systems based on parameter varying modal decomposition.

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Disambiguation of "Luspay, Tamás"

copydeleteadd this publication to your clipboardcommunity posthistory of this postURLDOIBibTeXEndNoteAPAChicagoDIN 1505HarvardMSOffice XML Model order reduction of LPV systems based on parameter varying modal decomposition.

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Model order reduction of LPV systems based on parameter varying modal decomposition.