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The principle of composition of multidimensional dynamical systems. (Russian)
Authors: Shcherbakov B. A.
Abstract
A characteristic property of the dynamical systems with many-dimensional time is established, according to which such a system can be represented as a composition of dynamical systems with lower-dimensional time and, in particular, as a composition of ordinary dynamical systems. As application of this principle the shift dynamical system in the space of continuous functions of many variables is considered.Universitatea de Stat din Moldova
str. Mateevici 60, Chisinau MD-2009, Moldova
str. Mateevici 60, Chisinau MD-2009, Moldova
Contents
- Morita contexts and correspondences between lattices of submodules. (Russian)
- A theorem on union of $d$-star-shaped sets. (Russian)
- Planar point groups of tablets and hypertablets $P$-symmetries and their application to the study of multidimensional symmetry groups. (Russian)
- On the generalized Fibonacci sequence. (English)
- Idempotents and the radical with respect to a right ideal. II. (Russian)
- Concordant solutions of linear multidimensional differential equations. (Russian)
- On the completeness of topological modules free in some classes. (English)
- The principle of composition of multidimensional dynamical systems. (Russian)
- Algorithms of choice of optimal configurations in weighted digraphs. (Russian)
- The construction of a numerable collection of precomplete classes of formulae in the provability logic. (English)
- On the strong isomorphism of groups and isomorphism of $P$-symmetries. (Russian)
- Uniqueness of topologies in the case of some constructions of rings and modules. (Russian)
