Jak kupować
Dostawa
Doradca ds. zakupów
Fully Chaotic Maps and Broken Time Symmetry
Angielski
304 b
common.delivery_to
30 dni na zwrot towaru
Mogłoby Cię także zainteresować
/
Miękka
28.30
zł
/
Miękka
28.30
zł
This is the first book providing an introduction to a new approach to the nonequilibrium statistical mechanics of chaotic systems. It shows how the dynamical problem in fully chaotic maps may be solved on the level of evolving probability densities. On this level, time evolution is governed by the Frobenius-Perron operator. Spectral decompositions of this operator for a variety of systems are constructed in generalized function spaces. These generalized spectral decompositions are of special interest for systems with invertible trajectory dynamics, as on the statistical level the new solutions break time symmetry and allow for a rigorous understanding of irreversibility. Several techniques for the construction of explicit spectral decompositions are given. Systems ranging from the simple one-dimensional Bernoulli map to an invertible model of deterministic diffusion are treated in detail. Audience: Postgraduate students and researchers in chaos, dynamical systems and statistical mechanics.
Informacje o książce
Angielski
