Caught by Disorder

Name: Caught by Disorder
Brand: Springer, Basel
SKU: 9780817642105
Price: 497.05 RON
Availability: InStock

Bound States in Random Media

Autor: Peter Stollmann

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Legare: Copertă tare

Editura: Springer, Basel

Disponibilitate: În depozitul extern

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497.05 lei

The study of disorder has generated enormous research activity in mathematics and physics. Over the...

Informații despre carte

Autor

Peter Stollmann

Limbă

engleză

Legare

Carte - Copertă tare

Publicat

2001

Pagini

166

EAN

9780817642105

Enbook ID

01399299

Editura

Springer, Basel

Greutate

500

Dimensiuni

162 x 240 x 15

Descriere completă

The study of disorder has generated enormous research activity in mathematics and physics. Over the past 15 years various aspects of the subject have changed a number of paradigms and have inspired the discovery of deep mathematical techniques to deal with complex problems arising from the effects of disorder. One important effect is a phenomenon called localization, which describes the very strange behavior of waves in random media---the fact that waves, instead of traveling through space as they do in ordered environments, stay in a confined region (caught by disorder). To date, there is no treatment of this subject in monograph or textbook form. This book fills that gap.§Caught by Disorder presents: §an introduction to disorder that can be grasped by graduate students in a hands-on way §a concise, mathematically rigorous examination of some particular models of disordered systems §a detailed application of the localization phenomenon, worked out in two typical model classes that keep the technicalities at a reasonable level§a thorough examination of new mathematical machinery, in particular, the method of multiscale analysis§a number of key unsolved problems§an appendix containing the prerequisites of operator theory, as well as other proofs§examples, illustrations, comprehensive bibliography, author and keyword index§Mathematical background for this book requires only a knowledge of partial differential equations, functional analysis---mainly operator theory and spectral theory---and elementary probability theory. The work is an excellent text for a graduate course or seminar in mathematical physics or serves as a standard reference for specialists.

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Caught by Disorder

Bound States in Random Media

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