Results 11 to 20 of about 324 (41)
Recurrent Surface Homeomorphisms
An orientation-preserving recurrent homeomorphism of the two-sphere which is not the identity is shown to admit exactly two fixed points. A recurrent homeomorphism of a compact surface with negative Euler characteristic is periodic.Comment: 10 pages ...
Kolev, Boris, Peroueme, Marie-Christine
core +4 more sources
Joint transitivity for linear iterates
We establish sufficient and necessary conditions for the joint transitivity of linear iterates in a minimal topological dynamical system with commuting transformations.
Sebastián Donoso +2 more
doaj +1 more source
The Structure on Invariant Measures of $C^1$ generic diffeomorphisms
Let $\Lambda$ be an isolated non-trival transitive set of a $C^1$ generic diffeomorphism $f\in\Diff(M)$. We show that the space of invariant measures supported on $\Lambda$ coincides with the space of accumulation measures of time averages on one orbit ...
Ch. Bonatti +8 more
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Bender–Knuth Billiards in Coxeter Groups
Let $(W,S)$ be a Coxeter system, and write $S=\{s_i:i\in I\}$ , where I is a finite index set. Fix a nonempty convex subset $\mathscr {L}$ of W. If W is of type A, then $\mathscr {L}$ is the set of linear extensions of a poset,
Grant Barkley +4 more
doaj +1 more source
Entropy and Poincar\'e recurrence from a geometrical viewpoint
We study Poincar\'e recurrence from a purely geometrical viewpoint. We prove that the metric entropy is given by the exponential growth rate of return times to dynamical balls. This is the geometrical counterpart of Ornstein-Weiss theorem.
Afraimovich V S +10 more
core +1 more source
Right-Permutative Cellular Automata on Topological Markov Chains
In this paper we consider cellular automata $(\mathfrak{G},\Phi)$ with algebraic local rules and such that $\mathfrak{G}$ is a topological Markov chain which has a structure compatible to this local rule.
Sobottka, Marcelo
core +3 more sources
Sets of invariant measures and Cesaro stability
Sets of invariant measures are considered for continuous maps of a metric compact set. We take Kantorovich metric to calculate distance between measures and Hausdorff metrics to calculate distance between compact sets.
Kryzhevich, Sergey
core
Large deviation for return times in open sets for axiom A diffeomorphisms
For axiom A diffeomorphisms and equilibrium state, we prove a Large deviation result for the sequence of successive return times into a fixed open set, under some assumption on the boundary.
Leplaideur, Renaud, Saussol, Benoît
core +1 more source
Large deviations for return times in non-rectangle sets for axiom A diffeomorphisms
For Axiom A diffeomorphisms and equilibrium states, we prove a Large deviations result for the sequence of successive return times into a fixed Borel set, under some assumption on the boundary.
Leplaideur, Renaud, Saussol, Benoit
core +1 more source
River pollution by priority chemical substances under the Water Framework Directive: A provisional pan-European assessment. [PDF]
Pistocchi A +4 more
europepmc +1 more source

