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RESEARCH PRODUCT
On a Planar Dynamical System Arising in the Network Control Theory
Felix SadyrbaevSvetlana AtslegaDmitrijs Finaskinssubject
0301 basic medicineDynamical systems theoryPhase portraitattractor selection020206 networking & telecommunicationsphase portraits02 engineering and technologyDynamical systemnetworks controldynamical systemLinear dynamical system03 medical and health sciences030104 developmental biologyProjected dynamical systemControl theoryModeling and SimulationAttractor0202 electrical engineering electronic engineering information engineeringQA1-939Statistical physicsLimit setRandom dynamical systemAnalysisMathematicsMathematicsdescription
We study the structure of attractors in the two-dimensional dynamical system that appears in the network control theory. We provide description of the attracting set and follow changes this set suffers under the changes of positive parameters µ and Θ.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2016-05-19 | Mathematical Modelling and Analysis |