Facultatea de Matematică şi Informatică / Faculty of Methematics and Informatics
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Item RELATION BETWEEN LEVINSON CENTER, CHAIN RECURRENT SET AND CENTER OF BIRKHOFF FOR COMPACT DISSIPATIVE DYNAMICAL SYSTEMS(Academy of Sciences of Moldova, 2015) Cheban, DavidIn 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. Mathematics subject classification: 37B25, 37B35 37B55, 37L15, 37L30, 37L45.Item RELATION BETWEEN LEVINSON CENTER, CHAIN RECURRENT SET AND CENTER OF BIRKHOFF FOR COMPACT DISSIPATIVE DYNAMICAL SYSTEMS(Academy of Sciences of Moldova, 2015) Ceban, DavidIn this paper we prove the analogues of Birkhoff’s theorem foronesided dynamical systems (both with continuous and discretetimes) with noncompactspace having a compact global attractor. The relation between Levinson center, chainrecurrent set and center of Birkhoff is established for compact dissipative dynamicalsystems.