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Relation between Levinson center, chain recurrent set and center of Birkhoff for compact dissipative dynamical systems
Authors: David Cheban
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Abstract
In this paper we prove the analogues of Birkhoff's theorem for one-sided dynamical systems (both with continuous and discrete times) with noncompact space having a compact global attractor. The relation between Levinson center, chain recurrent set and center of Birkhoff is established for compact dissipative dynamical systems.Department of Fundamental Mathematics
State University of Moldova
Faculty of Mathematics and Informatics
A.Mateevich Street 60, MD–2009 Chișinău
Moldova
E-mail: ,
State University of Moldova
Faculty of Mathematics and Informatics
A.Mateevich Street 60, MD–2009 Chișinău
Moldova
E-mail: ,
Fulltext
– 0.20 Mb
Contents
- The Cotton tensor and Chern-Simons invariants in dimension 3: an introduction
- Lower bound on product of binomial coefficients
- On 2-absorbing Primary Subsemimodules over Commutative Semirings
- Solvability of a nonlinear integral equation arising in kinetic theory
- Relation between Levinson center, chain recurrent set and center of Birkhoff for compact dissipative dynamical systems
- Free rectangular tribands
- Estimates of stability radius of multicriteria Boolean problem with Hölder metrics in parameter spaces
- On Soft Trees
- On LCA groups with locally compact rings of continuous endomorphisms. II
- A note on weak structures due to Császár
