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Stefanie Hittmeyer
Stefanie Hittmeyer
Researcher, Fraunhofer IOSB-INA
Verified email at iosb-ina.fraunhofer.de
Title
Cited by
Cited by
Year
Interacting global invariant sets in a planar map model of wild chaos
S Hittmeyer, B Krauskopf, HM Osinga
SIAM Journal on Applied Dynamical Systems 12 (3), 1280-1329, 2013
182013
Existence of blenders in a Hénon-like family: Geometric insights from invariant manifold computations
S Hittmeyer, B Krauskopf, HM Osinga, K Shinohara
Nonlinearity 31 (10), R239, 2018
122018
Interactions of the Julia Set with Critical and (Un) Stable Sets in an Angle-Doubling Map on ℂ\{0}
S Hittmeyer, B Krauskopf, HM Osinga
International Journal of Bifurcation and Chaos 25 (04), 1530013, 2015
112015
Chaos and wild chaos in Lorenz-type systems
HM Osinga, B Krauskopf, S Hittmeyer
Theory and Applications of Difference Equations and Discrete Dynamical …, 2014
82014
How to identify a hyperbolic set as a blender
S Hittmeyer, B Krauskopf, HM Osinga, K Shinohara
Discrete and Continuous Dynamical Systems 40 (12), 6815-6836, 2020
72020
From wild Lorenz-like to wild Rovella-like dynamics
S Hittmeyer, B Krauskopf, HM Osinga
Dynamical Systems 30 (4), 525-542, 2015
72015
Boxing-in of a blender in a Hénon-like family
S Hittmeyer, B Krauskopf, HM Osinga, K Shinohara
Frontiers in Applied Mathematics and Statistics 9, 1086240, 2023
22023
The geometry of blenders in a three-dimensional Hénon-like family
S Hittmeyer, B Krauskopf, H Osinga, K Shinohara
preprint, 2017
22017
Generalized Mandelbrot and Julia sets in a family of planar angle-doubling maps
S Hittmeyer, B Krauskopf, HM Osinga
Difference Equations and Discrete Dynamical Systems with Applications: 24th …, 2020
12020
Generalized Julia Sets: from Cantor Bouquet to Cantor Cheese
S Hittmeyer, B Krauskopf, HM Osinga
Proceedings of Bridges 2019: Mathematics, Art, Music, Architecture …, 2019
2019
Bifurcations of invariant sets in a model of wild chaos
S Hittmeyer
PhD Thesis-University of Auckland, 2014
2014
Bifurcations of generalised Julia sets near the complex quadratic family
S Hittmeyer, B Krauskopf, HM Osinga
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Articles 1–12