Geometric Modelling of nonlinear dynamics processes by fractal approximation methods

Fecha: 20 Mayo 2022.
Hora: 12:00 a 13:15.
Lugar: Seminario 2ª planta y Online en sala Newton de UGR (Password: 168626).

Speaker: Olha Zalevska (National Technical University of Ukraine “Igor Sikorsky Kyiv Polytechnic Institute”).

Abstract: Small variations of nonlinear dynamics by means of geometric modeling are investigated. Visualization of the dynamic process is reproduced using three-dimensional cellular automata. The dependences of the transition positions of the dynamic system between the chaotic and stable states are established. Theoretical aspects of geometric fractal approximation of the dynamic process, criteria for establishing the stable state of the system, geometric fractal derivatives and integration are considered.

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