Simulation of population changes based on the the numerical solution of bursting ordinary differential equations.
A. U. Perevarukha1
| Annotation | The paper describes the developed model based on differential equations with discontinuous right-hand side and analyzed in computing environments using a hybrid representation model time. The model has an interpretation in the theory of jumplike changes in early ontogeny of fish. Numerical investigation of the model showed the existence of a locally disconnected basin boundary $ \ partial \ Omega _1 $ of attractors. |
|---|---|
| Keywords | Simulation of population dynamics, hybrid computing systems. |
1Researcher of St.--Petersburg Institute of Informatics and Automation of RAS; madelf@pisem.net.
Citation: A. U. Perevarukha, "[Simulation of population changes based on the the numerical solution of bursting ordinary differential equations.]", Zhurnal Srednevolzhskogo matematicheskogo obshchestva,13:3 (2011) 101–106 (In Russian)
