Finite-time stabilization of the fractional model of the driven dissipative nonlinear pendulum
I Timofejeva, G Laukaitis, Z Rinkevicius… - International Journal of …, 2022 - World Scientific
Finite-time stabilization of the driven dissipative nonlinear pendulum is investigated in this
paper. First, asymptotic and nonasymptotic convergence towards stable and unstable orbits …
paper. First, asymptotic and nonasymptotic convergence towards stable and unstable orbits …
A pseudo-stable structure in a completely invertible bouncer system
M Landauskas, M Ragulskis - Nonlinear Dynamics, 2014 - Springer
It is shown that a pseudo-stable structure of non-asymptotic convergence may exist in a
completely invertible bouncing ball model. Visualization of the pattern of H-ranks helps to …
completely invertible bouncing ball model. Visualization of the pattern of H-ranks helps to …
Fractal dimension and Wada measure revisited: no straightforward relationships in NDDS
P Ziaukas, M Ragulskis - Nonlinear Dynamics, 2017 - Springer
An extended Newton's discrete dynamical system with a complex control parameter is
investigated in this paper. A novel computational algorithm is introduced for the evaluation of …
investigated in this paper. A novel computational algorithm is introduced for the evaluation of …
[引用][C] Applications of H-ranks in nonlinear systems and chaos analysis
M Landauskas - 2016 - Kauno technologijos universitetas
[引用][C] H-rangų taikymai netiesinių sistemų ir chaoso tyrimuose
M Landauskas - 2016 - Kauno technologijos universitetas