György Lipták
György Lipták
Computer and Automation Research Institute (SZTAKI)
Verified email at scl.sztaki.hu
Title
Cited by
Cited by
Year
Computing zero deficiency realizations of kinetic systems
G Lipták, G Szederkényi, KM Hangos
Systems & Control Letters 81, 24-30, 2015
182015
Semistability of complex balanced kinetic systems with arbitrary time delays
G Lipták, KM Hangos, M Pituk, G Szederkényi
Systems & Control Letters 114, 38-43, 2018
172018
Kinetic feedback design for polynomial systems
G Lipták, G Szederkényi, KM Hangos
Journal of Process Control 41, 56-66, 2016
172016
Approximation of delayed chemical reaction networks
G Lipták, KM Hangos, G Szederkényi
Reaction Kinetics, Mechanisms and Catalysis 123 (2), 403-419, 2018
112018
Optimization-based design of kinetic feedbacks for nonnegative polynomial systems
G Szederkényi, G Lipták, J Rudan, KM Hangos
2013 IEEE 9th International Conference on Computational Cybernetics (ICCC …, 2013
72013
Nullspace-based input reconfiguration architecture for overactuated aerial vehicles
T Péni, B Vanek, G Lipták, Z Szabó, J Bokor
IEEE Transactions on Control Systems Technology 26 (5), 1826-1833, 2017
52017
Kinetic feedback computation for polynomial systems to achieve weak reversibility and minimal deficiency
G Lipták, G Szederkényi, KM Hangos
2014 European Control Conference (ECC), 2691-2696, 2014
42014
Modelling and stability analysis of complex balanced kinetic systems with distributed time delays
G Lipták, M Pituk, KM Hangos
Journal of Process Control 84, 13-23, 2019
32019
Delays in model reduction of chemical reaction networks
G Lipták, KM Hangos
IFAC-PapersOnLine 51 (14), 100-105, 2018
32018
LPV model reduction methods for aeroelastic structures
G Lipták, T Luspay, T Péni, B Takarics, B Vanek
IFAC-PapersOnLine 50 (1), 6344 - 6349, 2017
32017
Stabilizing kinetic feedback design using semidefinite programming
G Lipták, J Rudan, KM Hangos, G Szederkényi
IFAC-PapersOnLine 49 (24), 12-17, 2016
22016
Stabilization of time delayed nonnegative polynomial systems through kinetic realization
G Lipták, KM Hangos, G Szederkényi
2019 18th European Control Conference (ECC), 3138-3143, 2019
12019
LQ Control of Lotka-Volterra Systems Based on their Locally Linearized Dynamics
G Lipták, A Magyar, KM Hangos
IFAC-PapersOnLine 49 (10), 241-245, 2016
12016
Hamiltonian feedback design for mass action law chemical reaction networks
G Lipták, G Szederkényi, KM Hangos
IFAC-PapersOnLine 48 (13), 158-163, 2015
12015
On the parametric uncertainty of weakly reversible realizations of kinetic systems
G Lipták, G Szederkényi, KM Hangos
Hungarian Journal of Industry and Chemistry 42 (2), 103–107, 2014
12014
Stabilizing feedback design for time delayed polynomial systems using kinetic realizations
G Lipták, KM Hangos, G Szederkényi
European Journal of Control 57, 163-171, 2021
2021
Distributed delay model of the McKeithan’s network
G Lipták, KM Hangos
IFAC-PapersOnLine 52 (7), 33-38, 2019
2019
Analysis and control of nonnegative polynomial systems= Nemnegatív polinomiális rendszerek analízise és irányítása
G Lipták
Pannon Egyetem, 2018
2018
Analysis and control of nonnegative polynomial systems
G Liptak
GlobeEdit, 2018
2018
Robust stabilizing feedback structures for positive polynomial systems
G Lipták
Budapest University of Technology and Economics, Budapest, Hungary, 2014
2014
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