Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - Chaos: An Interdisciplinary Journal of Nonlinear …, 2023 - pubs.aip.org
We extend the result of Michał Misiurewicz assuring the existence of strange attractors for
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - arXiv preprint arXiv:2211.10296, 2022 - arxiv.org
We extend the result of Michal Misiurewicz assuring the existence of strange attractors for
the parametrized family $\{f_ {(a, b)}\} $ of orientation reversing Lozi maps to the orientation …
the parametrized family $\{f_ {(a, b)}\} $ of orientation reversing Lozi maps to the orientation …
Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - Chaos (Woodbury, NY), 2023 - pubmed.ncbi.nlm.nih.gov
We extend the result of Michał Misiurewicz assuring the existence of strange attractors for
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - Chaos: An Interdisciplinary Journal of Nonlinear …, 2023 - pubs.aip.org
We extend the result of Michał Misiurewicz assuring the existence of strange attractors for
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
Strange attractors for the family of orientation preserving Lozi maps.
P Kucharski - Chaos (Woodbury, NY), 2023 - europepmc.org
We extend the result of Michał Misiurewicz assuring the existence of strange attractors for
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - Chaos, 2023 - ui.adsabs.harvard.edu
We extend the result of Michał Misiurewicz assuring the existence of strange attractors for
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
[PDF][PDF] Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - researchgate.net
We extend the result of Michał Misiurewicz assuring the existence of strange attractors for
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
the parametrized family {f (a, b)} of orientation reversing Lozi maps to the orientation …
[引用][C] Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - 2023 - ruj.uj.edu.pl
[引用][C] Strange attractors for the family of orientation preserving Lozi maps
P Kucharski - Chaos, 2023 - ruj.uj.edu.pl
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A Zmień kontrast Zaloguj English polski Repozytorium Uniwersytetu Jagiellońskiego …
A Zmień kontrast Zaloguj English polski Repozytorium Uniwersytetu Jagiellońskiego …