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Gábor Szederkényi
Title
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Cited by
Year
Analysis and control of nonlinear process systems
KM Hangos, J Bokor, G Szederkényi
Springer, 2004
3072004
Inference of complex biological networks: distinguishability issues and optimization-based solutions
G Szederkényi, JR Banga, AA Alonso
BMC systems biology 5 (1), 1-15, 2011
1032011
Computing sparse and dense realizations of reaction kinetic systems
G Szederkényi
Journal of Mathematical Chemistry 47 (2), 551-568, 2010
922010
Finding complex balanced and detailed balanced realizations of chemical reaction networks
G Szederkényi, KM Hangos
Journal of Mathematical Chemistry 49 (6), 1163-1179, 2011
882011
A simple dynamic model of the primary circuit in VVER plants for controller design purposes
C Fazekas, G Szederkényi, KM Hangos
Nuclear Engineering and Design 237 (10), 1071-1087, 2007
872007
Grey box fault detection of heat exchangers
E Weyer, G Szederkényi, K Hangos
Control engineering practice 8 (2), 121-131, 2000
812000
Nonlinear model-building of a low-power gas turbine
P Ailer, I Sánta, G Szederkényi, KM Hangos
Periodica Polytechnica Transportation Engineering 29 (1-2), 117-135, 2001
802001
Hamiltonian view on process systems
KM Hangos, J Bokor, G Szederkényi
AIChE journal 47 (8), 1819-1831, 2001
792001
Nonlinear analysis and control of a continuous fermentation process
G Szederkényi, NR Kristensen, KM Hangos, SB Jørgensen
Computers & Chemical Engineering 26 (4-5), 659-670, 2002
782002
Local dissipative Hamiltonian description of reversible reaction networks
I Otero-Muras, G Szederkényi, AA Alonso, KM Hangos
Systems & Control Letters 57 (7), 554-560, 2008
652008
Maximal and minimal realizations of reaction kinetic systems: computation and properties
G Szederkényi, KM Hangos, T Péni
arXiv preprint arXiv:1005.2913, 2010
492010
Computing weakly reversible linearly conjugate chemical reaction networks with minimal deficiency
MD Johnston, D Siegel, G Szederkényi
Mathematical biosciences 241 (1), 88-98, 2013
472013
A linear programming approach to weak reversibility and linear conjugacy of chemical reaction networks
MD Johnston, D Siegel, G Szederkényi
Journal of Mathematical Chemistry 50 (1), 274-288, 2012
432012
Determining the domain of attraction of hybrid non-linear systems using maximal Lyapunov functions
S Rozgonyi, K Hangos, G Szederkényi
Kybernetika 46 (1), 19-37, 2010
402010
Finding weakly reversible realizations of chemical reaction networks using optimization
G Szederkényi, KM Hangos, Z Tuza
arXiv preprint arXiv:1103.4741, 2011
372011
Nonlinear model predictive control with logic constraints for COVID-19 management
T Péni, B Csutak, G Szederkényi, G Röst
Nonlinear Dynamics 102 (4), 1965-1986, 2020
352020
Identifiability analysis and parameter estimation of a single Hodgkin–Huxley type voltage dependent ion channel under voltage step measurement conditions
D Csercsik, KM Hangos, G Szederkényi
Neurocomputing 77 (1), 178-188, 2012
342012
Globally stabilizing feedback control of process systems in generalized Lotka–Volterra form
A Magyar, G Szederkényi, KM Hangos
Journal of Process control 18 (1), 80-91, 2008
342008
Dynamical equivalence and linear conjugacy of chemical reaction networks: new results and methods
MD Johnston, D Siegel, G Szederkényi
arXiv preprint arXiv:1111.1441, 2011
312011
Modeling and identification of a nuclear reactor with temperature effects and xenon poisoning
A Gábor, C Fazekas, G Szederkényi, KM Hangos
European journal of control 17 (1), 104-115, 2011
292011
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