Tamas Kalmar-Nagy
Tamas Kalmar-Nagy
Budapest University of Technology and Economics
Verified email at
Cited by
Cited by
Subcritical Hopf bifurcation in the delay equation model for machine tool vibrations
T Kalmár-Nagy, G Stépán, FC Moon
Nonlinear Dynamics 26, 121-142, 2001
Near-optimal dynamic trajectory generation and control of an omnidirectional vehicle
T Kalmár-Nagy, R D’Andrea, P Ganguly
Robotics and Autonomous Systems 46 (1), 47-64, 2004
Delay differential equations: Recent advances and new directions
B Balachandran, T Kalmar-Nagy, DE Gilsinn
Springer Verlag, 2009
Nonlinear regenerative machine tool vibrations
G Stépán, T Kalmar-Nagy
International Design Engineering Technical Conferences and Computers and …, 1997
Nonlinear models for complex dynamics in cutting materials
FC Moon, T Kalmar-Nagy
Philosophical Transactions of the Royal Society of London. Series A …, 2001
High-dimensional harmonic balance analysis for second-order delay-differential equations
L Liu, T Kalmár-Nagy
Journal of Vibration and Control 16 (7-8), 1189-1208, 2010
Cut detection in wireless sensor networks
P Barooah, H Chenji, R Stoleru, T Kalmar-Nagy
IEEE transactions on parallel and distributed systems 23 (3), 483-490, 2011
Experimental and analytical investigation of the subcritical instability in metal cutting
T Kalmar-Nagy, JR Pratt, MA Davies, MD Kennedy
International Design Engineering Technical Conferences and Computers and …, 1999
Real-time trajectory generation for omnidirectional vehicles
T Kalmár-Nagy, P Ganguly, R D'Andrea
Proceedings of the 2002 American Control Conference (IEEE Cat. No. CH37301 …, 2002
Forced harmonic vibration of a Duffing oscillator with linear viscous damping
T Kalmár‐Nagy, B Balachandran
The duffing equation: nonlinear oscillators and their behaviour, 139-174, 2011
Nonlinear stability of a delayed feedback controlled container crane
T Erneux, T Kalmar-Nagy
Journal of Vibration and Control 13 (5), 603-616, 2007
On optimal performance of nonlinear energy sinks in multiple-degree-of-freedom systems
A Tripathi, P Grover, T Kalmár-Nagy
Journal of Sound and Vibration 388 (3), 272–297, 2017
Spectral approximations for characteristic roots of delay differential equations
CP Vyasarayani, S Subhash, T Kalmár-Nagy
International Journal of Dynamics and Control 2, 126-132, 2014
Benchmarking and standardization of intelligent robotic systems
R Madhavan, R Lakaemper, T Kalmár-Nagy
2009 International Conference on Advanced Robotics, 1-7, 2009
The cornell robocup team
R D’Andrea, T Kalmar-Nagy, P Ganguly, M Babish
RoboCup 2000: Robot Soccer World Cup IV 4, 41-51, 2001
Stability analysis of delay-differential equations by the method of steps and inverse Laplace transform
T Kalmár-Nagy
Differential Equations and Dynamical Systems 17, 185-200, 2009
Nonlinear dynamics of oscillators with bilinear hysteresis and sinusoidal excitation
T Kalmar-Nagy, A Shekhawat
Physica D: Nonlinear Phenomena 238 (17), 1768-1786, 2009
Can complex systems really be simulated?
T Kalmar-Nagy, I Stanciulescu
Applied Mathematics and Computation 227, 199-211, 2014
Further results concerning delay-dependent H control for uncertain discrete-time systems with time-varying delay
G Zong, L Hou, H Yang, T Kalmar-Nagy
Mathematical Problems in Engineering 2009, 27, 2009
Nonlinear dynamic and kinematic model of a spar-buoy: parametric resonance and yaw numerical instability
G Giorgi, J Davidson, G Habib, G Bracco, G Mattiazzo, T Kalmár-Nagy
Journal of Marine Science and Engineering 8 (7), 504, 2020
The system can't perform the operation now. Try again later.
Articles 1–20