[HTML][HTML] Parameterized family of annular homeomorphisms with pseudo-circle attractors
In this paper we construct a paramaterized family of annular homeomorphisms with Birkhoff-
like rotational attractors that vary continuously with the parameter, are all homeomorphic to a …
like rotational attractors that vary continuously with the parameter, are all homeomorphic to a …
Positively ep-expansive dynamical systems
A Fedeli - Topology and its Applications, 2024 - Elsevier
In this paper we investigate the basic properties of those dynamical systems which are
positively expansive on a dense set containing all eventually periodic points and show how …
positively expansive on a dense set containing all eventually periodic points and show how …
Minimal direct products
M Dirbák, Ľ Snoha, V Špitalský - Transactions of the American …, 2022 - ams.org
A space is called minimal if it admits a minimal continuous selfmap. We introduce and study
the notion of product-minimality. We call a compact metrizable space $ Y $ product-minimal …
the notion of product-minimality. We call a compact metrizable space $ Y $ product-minimal …
A note on homeo-product-minimality
JP Boroński, M Foryś-Krawiec, P Oprocha - Qualitative Theory of …, 2024 - Springer
A compact space Y is called homeo-product-minimal if given any minimal system (X, T), it
admits a homeomorphism S: Y→ Y, such that the product system (X× Y, T× S) is minimal. We …
admits a homeomorphism S: Y→ Y, such that the product system (X× Y, T× S) is minimal. We …
[PDF][PDF] On minimal manifolds
JP Boronski, G Kozlowski - arXiv preprint arXiv:1809.00835, 2018 - arxiv.org
arXiv:1809.00835v3 [math.DS] 25 May 2020 Page 1 arXiv:1809.00835v3 [math.DS] 25 May
2020 On minimal manifolds May 26, 2020 Jan P. Boroński1 and George Kozlowski2 Abstract …
2020 On minimal manifolds May 26, 2020 Jan P. Boroński1 and George Kozlowski2 Abstract …