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Shifts of finite type as fundamental objects in the theory of shadowing
C Good, J Meddaugh - Inventiones mathematicae, 2020 - Springer
Shifts of finite type and the notion of shadowing, or pseudo-orbit tracing, are powerful tools in
the study of dynamical systems. In this paper we prove that there is a deep and fundamental …
the study of dynamical systems. In this paper we prove that there is a deep and fundamental …
Expansivity and unique shadowing
Let $ f\colon X\to X $ be a continuous function on a compact metric space. We show that
shadowing is equivalent to backwards shadowing and two-sided shadowing when the map …
shadowing is equivalent to backwards shadowing and two-sided shadowing when the map …
[PDF][PDF] On genericity of shadowing in one dimension
J Meddaugh - arxiv preprint arxiv:1810.02262, 2018 - arxiv.org
arxiv:1810.02262v3 [math.DS] 12 Jan 2021 Page 1 ON GENERICITY OF SHADOWING IN
ONE DIMENSION JONATHAN MEDDAUGH Abstract. We show that shadowing is a generic …
ONE DIMENSION JONATHAN MEDDAUGH Abstract. We show that shadowing is a generic …
Ultrafilters and Ramsey-type shadowing phenomena in topological dynamics
We explore five variants of the Ramsey shadowing property. Each variant is a different way
of formalizing the notion that, in a given dynamical system, every sequence of points looks …
of formalizing the notion that, in a given dynamical system, every sequence of points looks …
[PDF][PDF] Diametric Colourings in Ultrametric Spaces
JR GAMEROFF - math.mcgill.ca
Let ΓX denote the family of compact subsets of (X, d). A colouring χ: ΓX→[k] is diametric if
every pair of compact subsets with equal diameters receive the same colour. A free ultrafilter …
every pair of compact subsets with equal diameters receive the same colour. A free ultrafilter …