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Título: Large Deviations And Adiabatic Transitions For Dynamical Systems And Markov Proc | |
| Autor: Kifer Yuri | Precio: $848.46 | |
| Editorial: American Mathematical Society | Año: 2009 | |
| Tema: Matematicas, Teorias, Textos | Edición: 1ª | |
| Sinopsis | ISBN: 9780821844250 | |
| The work treats dynamical systems given by ordinary differential equations in the form \frac{dX^\varepsilon(t)}{dt}=\varepsilon B(X^\varepsilon(t),Y^\varepsilon(t)) where fast motions Y^\varepsilon depend on the slow motion X^\varepsilon (coupled with it) and they are either given by another differential equation \frac{dY^\varepsilon(t)}{dt}=b(X^\varepsilon(t), Y^\varepsilon(t)) or perturbations of an appropriate parametric family of Markov processes with freezed slow variables.
Table of Contents Part 1. Hyperbolic Fast Motions Part 2. Markov Fast Motions Bibliography Index |
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