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basin of attraction
(redirected from Stability theory)

   Also found in: Wikipedia 0.03 sec.
basin of attraction [′bās·ən əv ə′trak·shən]
(physics)
The collection of all possible initial conditions of a dynamical system for which the trajectories representing that system in phase space will converge to a particular attractor.


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In this sense the code solves for the most dangerous eigenfunction of linear stability theory without requiring calculation of derivatives that may not exist.
Some areas studied include a mathematical-model approach to chlamydial infection in Japan, time-inhomogeneous Markov chains and ergodicity arising from nonlinear dynamic systems and optimization, solutions to open problems in n-dimensional fluid dynamics, exact penalty functions for constrained optimization problems, and the development of Lyapunov's direct method in the application to new types of problems of hydrodynamic stability theory.
Fixed points and problems in stability theory for ordinary and functional differential equations, Dynam.
 
 
 
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