The Inverse Problem of Scattering Theory by Agranovich, Z. S.

The Inverse Problem of Scattering Theory

In mathematical physics, the inverse scattering problem determines the characteristics of an object based on how it...
$45.18 AUD
$45.18 AUD
SKU: 9780486842493
Product Type: Books
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Author: Z. S. Agranovich
Format: Paperback
Language: English
Subtotal: $45.18
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The Inverse Problem of Scattering Theory by Agranovich, Z. S.

The Inverse Problem of Scattering Theory

$45.18

The Inverse Problem of Scattering Theory

$45.18
Author: Z. S. Agranovich
Format: Paperback
Language: English
In mathematical physics, the inverse scattering problem determines the characteristics of an object based on how it scatters radiation or particles. The approach is the inverse of the "direct scattering problem," which investigates how particles are distributed based on characteristics of the scattering object. This monograph by two prominent Soviet authorities in mathematical physics was a major contribution to the literature in this field.
The two-part treatment begins by examining the boundary-value problem without singularities. Topics include particular solutions of the system without singularities, the spectrum and scattering matrix for the boundary-value problem without singularities, Parseval's equality, and the inverse problem. The second part addresses the boundary-value problem with singularities, exploring special transformation operators, spectral analysis, and reconstruction of the problem from scattering data. Helpful Appendixes supplement the text.
For advanced undergraduates and graduate students in physics and related fields.

Author: Z. S. Agranovich, V. a. Marchenko
Publisher: Dover Publications
Published: 05/21/2020
Pages: 304
Binding Type: Paperback
Weight: 0.85lbs
Size: 8.90h x 6.00w x 0.70d
ISBN: 9780486842493

About the Author
Z. S. Agranovich was a Soviet scientist whose published works include many papers on condensed matter physics, materials science, and related fields.
V. A. Marchenko is a Soviet/Ukranian mathematician who has written widely about topics in mathematics and mathematical physics.


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