Add to ORKGThe notion of conjugacy on hyper semi-dynamical systems is stud-ied from algebraic and topological points of views. Topological join operations for a new approach to topological hyper-groups are considered. By using topological join operations, topo-logical conjugacy are studied. Hyper orbits and limit points as two invariant sets under conjugacy are deduced
There is a quadratic-time algorithm that determines conjugacy between finite subsets in any torsion-...
The existence of chaos and the quest of dense orbits have been recently considered for dynamical sys...
We introduce topological invariants of semi-decompositions (e.g. filtrations, semi-group actions, mu...
In this paper we present invariant dynamical properties under G-conjugacy. Moreover we introduce the...
AbstractWe prove several results concerning topological conjugation of two impulsive semidynamical s...
AbstractHypergroups are generalizations of groups. If this binary operation is taken to be multivalu...
We consider tiling dynamical systems and topological conjugacies between them. We prove that the cri...
We consider tiling dynamical systems and topological conjugacies between them. We prove that the cri...
AbstractThis paper is devoted to an investigation of various dynamical concepts for group shift syst...
The mathematical theory of hyperbolic tonal automorphisms displays many interesting facets. In this ...
AbstractUsing topological conjugacies, a continuous mapping from the Cantor set onto itself approxim...
AbstractWe will say that two subshifts are essentially conjugate if they are topologically conjugate...
For a linear evolution family with a non-uniformly hyperbolic behavior, we give simple proofs of the...
The existence of chaos and the quest of dense orbits have been recently considered for dynamical sys...
The topological transitivity of non-compact group extensions of topologically mixing subshifts of fi...
There is a quadratic-time algorithm that determines conjugacy between finite subsets in any torsion-...
The existence of chaos and the quest of dense orbits have been recently considered for dynamical sys...
We introduce topological invariants of semi-decompositions (e.g. filtrations, semi-group actions, mu...
In this paper we present invariant dynamical properties under G-conjugacy. Moreover we introduce the...
AbstractWe prove several results concerning topological conjugation of two impulsive semidynamical s...
AbstractHypergroups are generalizations of groups. If this binary operation is taken to be multivalu...
We consider tiling dynamical systems and topological conjugacies between them. We prove that the cri...
We consider tiling dynamical systems and topological conjugacies between them. We prove that the cri...
AbstractThis paper is devoted to an investigation of various dynamical concepts for group shift syst...
The mathematical theory of hyperbolic tonal automorphisms displays many interesting facets. In this ...
AbstractUsing topological conjugacies, a continuous mapping from the Cantor set onto itself approxim...
AbstractWe will say that two subshifts are essentially conjugate if they are topologically conjugate...
For a linear evolution family with a non-uniformly hyperbolic behavior, we give simple proofs of the...
The existence of chaos and the quest of dense orbits have been recently considered for dynamical sys...
The topological transitivity of non-compact group extensions of topologically mixing subshifts of fi...
There is a quadratic-time algorithm that determines conjugacy between finite subsets in any torsion-...
The existence of chaos and the quest of dense orbits have been recently considered for dynamical sys...
We introduce topological invariants of semi-decompositions (e.g. filtrations, semi-group actions, mu...