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Science/Engineering Scattering Theory for Hyperbolic Operators (Studies in Mathematics and Its Applications, Vol 21)

Posted on 2010-03-15




Name:Science/Engineering Scattering Theory for Hyperbolic Operators (Studies in Mathematics and Its Applications, Vol 21)
ASIN/ISBN:0444880569
Language:English
File size:2.69 Mb
Publisher: North-Holland
ISBN: 0444880569
Publish Date: edition 1990
Pages: 386 pages
File Size: 2,69 mb
Other Info: DJVU
   Science/Engineering Scattering Theory for Hyperbolic Operators (Studies in Mathematics and Its Applications, Vol 21)



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Scattering Theory for Hyperbolic Operators (Studies in Mathematics and Its Applications, Vol 21)

Scattering Theory for dissipative and time-dependent systems has been intensively studied in the last fifteen years. The results in this field, based on various tools and techniques, may be found in many published papers.

This monograph presents an approach which can be applied to spaces of both even and odd dimension. The ideas on which the approach is based are connected with the RAGE type theorem, with Enss' decomposition of the phase space and with a time-dependent proof of the existence of the operator W which exploits the decay of the local energy of the perturbed and free systems. Some inverse scattering problems for time-dependent potentials, and moving obstacles with an arbitrary geometry, are also treated in the book.

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