Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Asymptotic Stability of autonomous and Non-Autonomous Discrete Linear Inclusions. (English)
Authors: D. Cheban, C. Mammana
– 0.16 Mb
Abstract
The article is devoted to the study of absolute asymptotic stability of discrete linear inclusions (both autonomous and non-autonomous) in Banach space. We establish the relation between absolute asymptotic stability, uniform asymptotic stability and uniform exponential stability. It is proved that for compact (completely continuous) discrete linear inclusions these notions of stability are equivalent. We study this problem in the framework of non-autonomous dynamical systems (cocyles).D. Cheban
State University of Moldova
Department of Mathematics and Informatics
A. Mateevich str. 60,
MD-2009 Chisinau, Moldova
E-mail:
C. Mammana
Institute of Economics and Finances
University of Macerata
str. Crescimbeni 14,
I-62100 Macerata Italy
E-mail:
State University of Moldova
Department of Mathematics and Informatics
A. Mateevich str. 60,
MD-2009 Chisinau, Moldova
E-mail:
C. Mammana
Institute of Economics and Finances
University of Macerata
str. Crescimbeni 14,
I-62100 Macerata Italy
E-mail:
Fulltext
– 0.16 Mb
Contents
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- The optimal flow in dynamic networks with nonlinear cost functions on edges. (English)
- On check character systems over groups. (English)
- A GL(2,R)-orbits of the polynomial sistems of differential equations. (English)
- Asymptotic Stability of autonomous and Non-Autonomous Discrete Linear Inclusions. (English)
- Stability and fold bifurcation in a system of two coupled demand-supply models. (English)
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