1. Stability conditions and Liapunov functions for quasi-polynomial systems
- Author
-
Benito Hernández-Bermejo
- Subjects
Lyapunov function ,Quasi-polynomial systems ,FOS: Physical sciences ,Dynamical Systems (math.DS) ,Quasi-polynomial ,Stability (probability) ,symbols.namesake ,Lotka-Volterra systems ,Classical Analysis and ODEs (math.CA) ,FOS: Mathematics ,Quantitative Biology::Populations and Evolution ,Physics - Biological Physics ,Mathematics - Dynamical Systems ,Mathematical Physics ,Mathematics ,Equilibrium point ,Applied Mathematics ,Mathematical analysis ,Ode ,Mathematical Physics (math-ph) ,Liapunov functions ,Stability conditions ,Liapunov function ,Biological Physics (physics.bio-ph) ,Mathematics - Classical Analysis and ODEs ,symbols ,Stability - Abstract
The stability of equilibrium points of quasi-polynomial systems of ODEs is considered. The criteria and Liapunov functions found generalize those traditionally known for Lotka-Volterra equations, that now appear as a particular case.
- Published
- 2002
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