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Fractal Analysis of Some Bifurcations of Discrete Dynamical Systems in Higher Dimensions (CROSBI ID 667900)

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Horvat Dmitrović, Lana Fractal Analysis of Some Bifurcations of Discrete Dynamical Systems in Higher Dimensions // 18th International Conference on Differential Equations and Dynamical Systems Pariz, Francuska, 21.11.2016-22.11.2016

Podaci o odgovornosti

Horvat Dmitrović, Lana

engleski

Fractal Analysis of Some Bifurcations of Discrete Dynamical Systems in Higher Dimensions

We study the box dimension as fractal property of bifurcations of discrete dynamical systems in higher dimensions. We apply the box dimension results near hyperbolic and nonhyperbolic fixed points to the fold-flip bifurcation. In the analysis of bifurcation diagram, we also use the characteristic and projective box dimensions.

box dimension, fixed point, non-hyperbolicity, center manifold, unit-time map

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Podaci o prilogu

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Podaci o skupu

18th International Conference on Differential Equations and Dynamical Systems

predavanje

21.11.2016-22.11.2016

Pariz, Francuska

Povezanost rada

Matematika