Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
On Strong Stability of Linear Poisson Actions. (English)
Authors: V.Glavan, Z.Rzeszotko.
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Abstract
Linear Poisson actions of the group Rm are considered. Conditions on the joint spectrum of the generators and on the centralizers assuring stability and strong stability of the action are given. We give also some examples of Poisson actions using CAS "Mathematica".V.Glavan
Faculty of Mathematics and Informatics
State University of Moldova
MD-2009 Chisinau, Moldova
E-mail:
Z.Rzeszotko
University of Podlasie
Siedlce, Poland
E-mail:
Faculty of Mathematics and Informatics
State University of Moldova
MD-2009 Chisinau, Moldova
E-mail:
Z.Rzeszotko
University of Podlasie
Siedlce, Poland
E-mail:
Fulltext
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Contents
- Academician C.S.Sibirsky as organizer and head of the Seminar on Qualitative Theory on Differential equations.
- On Strong Stability of Linear Poisson Actions. (English)
- Algebraic equations with invariant coefficients in qualitative study of the polynomial homogeneous differential systems. (English)
- Studying stability of the equilibrium solutions in the restricted Newton's problem of four bodies. (English)
- The centre-focus problem for analytical systems of Lienard form in degenerate case. (English)
- On initial value problem in theory of the second order differential equations. (English)
- About some equations of the third order with six poles. (English)
- On rational bases of GL(2,R)-comitants of planar polynomial systems of differential equations. (English)
- Ergodic sets and mixing extensions of topological transformation semigroups. (English)
- Linear singular perturbations of hyperbolic-parabolic type. (English)
- Numerical investigation of the process of detonation waves interaction with an elastoplastic target. (English)
- Mediateca for the scientists of Moldova: results and prospects. (English)
