In mathematics, stability theory addresses the stability of solutions of differential equations and of trajectories of dynamical systems under small ... Stability of fixed points in 2D · Stability of fixed points |
| Теория устойчивости |  |
Теория устойчивости — техническая и физико-математическая дисциплина, изучающая закономерности поведения систем под действием внешних воздействий.
В аналитическом аспекте является разделом теории дифференциальных уравнений. Википедия
In the mathematical field of model theory, a theory is called stable if it satisfies certain combinatorial restrictions on its complexity. |
This chapter presents the study of the stability theory for generalized ordinary differential equations (ODEs). The results on the stability of the trivial ... |
29 сент. 2003 г. · The aim of this course and these notes is to present an exposition of the basics of stability theory, stable group theory, and geometric ... |
Stability is a property of an iterative method (or solver), which states whether it will be convergent or divergent. |
The subject matter is stability theory in the general setting of ordinary differential equations using what is known as Liapunov's direct or second method. |
The book prepares the student for research in any of today's branches of stability theory, and gives an introduction to classification theory with an ... |
If the solution x = 0 of the linear system with constant coefficients ? = Ax is asymptotically stable, a positive definite Lyapunov's function V(x) exists whose ... |
To demonstrate the applicability of the developed theory, we present specific examples of hybrid dynamical systems and we conduct a stability analysis of some ... |
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