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- Title
Dynamical System of a Quadratic Stochastic Operator with Two Discontinuity Points.
- Authors
Abdurakhimova, Sh. B.; Rozikov, U. A.
- Abstract
We consider a population consisting of two species whose dynamics is determined by a quadratic stochastic operator with variable coefficients, which makes it a discontinuous operator at two points. This operator depends on three parameters. The set of these parameters is divided into seven subsets. For each subset of parameters, we find fixed points, periodic points, and the set of limit points of trajectories generated by the respective quadratic stochastic operators.
- Subjects
DYNAMICAL systems; STOCHASTIC systems; RANDOM variables; POINT set theory; NONLINEAR dynamical systems
- Publication
Mathematical Notes, 2022, Vol 111, Issue 5/6, p676
- ISSN
0001-4346
- Publication type
Article
- DOI
10.1134/S0001434622050029