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Lozi map embedded into the 2D border collision normal form

I. Sushko, V. Avrutin, and L. Gardini. Journal of difference equations and applications, 29 (9-12): 965-981 (2023)
DOI: 10.1080/10236198.2023.2205960

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I. Steinwart

I. Dudic

Dr. Christof Iserlohe University of Stuttgart

Infrared view of the multiphase ISM in NGC 253A. Beck, V. Lebouteiller, S. Madden, A. Bryant, C. Fischer, C. Iserlohe, M. Kazmierczak-Barthel, A. Krabbe, S. Latzko, J. Perez-Beaupuits and 2 other author(s). Astronomy & astrophysics, (2023)

Cheng-I Ho University of Stuttgart

D. Inkermann

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Symmetry breaking in a bull and bear financial market modelI. Sushko, F. Tramontana, F. Westerhoff, and V. Avrutin. Chaos, Solinons & Fractals, (2015)Cyclicity of chaotic attractors in one-dimensional discontinuous mapsV. Avrutin, I. Sushko, and L. Gardini. Mathematics and Computers in Simulation (Special Issue ``Discontinuous Dynamical Systems: Theory and Numerical Methods''), (2014)Bifurcation structure in a bimodal piecewise linear business cycle modelV. Avrutin, I. Sushko, and F. Tramontana. Abstract and Applied Analysis, (2014)Bifurcation structure in the skew tent map and its application as a border collision normal formI. Sushko, V. Avrutin, and L. Gardini. Journal of difference equations and applications, 22 (8): 1040-1087 (2016)Bifurcations of chaotic attractors in one-dimensional piecewise smooth mapsV. Avrutin, L. Gardini, M. Schanz, and I. Sushko. Int. J. Bifurcat. Chaos, 24 (8): 1440012 (2014)Continuous and Discontinuous Piecewise-Smooth One-Dimensional Maps : Invariant Sets and Bifurcation StructuresV. Avrutin, L. Gardini, I. Sushko, and F. Tramontana. World Scientific Series on Nonlinear Science Series. A World Scientific Publishing, (2019)Dangerous Bifurcations RevisitedV. Avrutin, Z. Zhusubaliyev, A. Saha, S. Banerjee, L. Gardini, and I. Sushko. Int. J. Bifurcat. Chaos, 26 (14): 1630040 (2017)Lozi map embedded into the 2D border collision normal formI. Sushko, V. Avrutin, and L. Gardini. Journal of difference equations and applications, 29 (9-12): 965-981 (2023)Bifurcation structures in a bimodal piecewise linear map: chaotic dynamicsA. Panchuk, I. Sushko, and V. Avrutin. Int. J. Bifurcat. Chaos, 25 (3): 1530006 (2015)Can a border collision bifurcation of a chaotic attractor lead to its expansion?V. Avrutin, A. Panchuk, and I. Sushko. Proc. R. Soc. A, 479 (2277): 20230260 (2023)