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scattering applied mathematics, fadil santosa [pdf]

Analytical & Computational Methods in Scattering & Applied Mathematics by Fadil Santosa, Ivar Stakgold

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About this book :-
Analytical & Computational Methods in Scattering & Applied Mathematics written by Fadil Santosa, Ivar Stakgold .
Most of the papers in this collection were presented at the International Conference in Applied Mathematics, held in memory of Ralph Ellis Kleinman in November 1998 at the University of Delaware. Additional papers were solicited from colleagues of Ralph's. Ralph Kleinman was an eminent researcher in wave propagation, scattering theory, and inverse problems. At the time of his death in February 1998, he was UNIDEL Professor of Mathematical Sciences and the Director of the Center for the Mathematics of Waves at the University of Delaware. Motivated by physical problems - whether in acoustics, electromagnetic theory, or continuum mechanics - he used rigorous mathematical analysis to obtain results of considerable interest to the larger engineering community.
(Ivar Stakgold)

Book Detail :-
Title: Analytical & Computational Methods in Scattering & Applied Mathematics
Edition:
Author(s): Fadil Santosa, Ivar Stakgold
Publisher: CRC Press LLC
Series: Chapman and Hall/CRC Research Notes in Mathematics Ser
Year: 2019
Pages: 274
Type: PDF
Language: English
ISBN: 9780429525087,0429525087,9781420035971,1420035975
Country: US
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About Author :- The author Ivar Stakgold (1925–2018) was a Norwegian American mathematician and bridge player from Newark, Delaware. He is the author of two books he specialized in boundary value problems (LCSH).
Stakgold was born in Oslo, Norway. He studied applied mathematics at Harvard University and earned the Ph.D. in 1949 with a dissertation, The Cauchy Relations In A Molecular Theory of Elasticity, under Léon Nicolas Brillouin. He was professor emeritus of mathematical sciences at the University of Delaware and a researcher at the University of California, San Diego. He was a former president of the Society for Industrial and Applied Mathematics (SIAM).

All Famous Books of this Author :-
Here is list all books, text books, editions, versions or solution manuals avaliable of this author, We recomended you to download all.
• Download PDF Boundary Value Problems of Mathematical Physics (Vol-1) by Ivar Stakgold NEW
• Download PDF Boundary Value Problems of Mathematical Physics (Vol-2) by Ivar Stakgold NEW
• Download PDF Analytical & Computational Methods in Scattering & Applied Mathematics by Fadil Santosa, Ivar Stakgold NEW
• Download PDF Green's Functions & Boundary Value Problems (3E) by Ivar Stakgold, Michael J. Holst NEW

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Book Contents :-
Analytical & Computational Methods in Scattering & Applied Mathematics written by Fadil Santosa, Ivar Stakgold cover the following topics. '
Optimization of Radiating Fields and the Example of Null-Placement, T.S. Angell1 A. Kirschy
Modified Gradient and Contrast Source Inversion, Peter M. van den Berg*
Identification of Acoustically Soft Solids of Revolution in a Waveguide using the ICBA Method*, J.L. Buchanan† R.P. Gilbert‡ A. Wirgin§ Y.S. Xu¶
Recollections of Ralph Kleinman, Margaret Cheney
An Asymptotic Wave Interpretation of Sonar Reflections from a Rough Surface, Margaret Cheney, Norman Bleistein
Critical Values in Inverse Scattering Theory, David L. Colton
The Finite Element Approximation of Scattering in a Layered Medium, Joe Coyle and Peter Monk
The Far-Field Expansion Theorem in Thermoelastic Scattering, George Dassios
Theoretical Notes on Scattering from One-Dimensional Penetrable Rough Surfaces, John A. DeSanto
Higher-Order Slender Body Theory, A.R. Galper, T. Miloh, M. Spector
Acoustic Scattering in Dispersions, Oliver Harlen, Yiqi Qiu, Brian Sleeman, and Malcolm Povey
Applied Analysis in Ship Hydrodynamics, Aad J. Hermans, Lisette M. Sierevogel
Mathematical Foundations for the Boundary-Field Equation Methods in Acoustic and Electromagnetic Scattering, George C. Hsiao
Obstacle Scattering as Seen by R.K. and R.K. Rainer Kress*
On Nonlinearized Wavefield Inversion Methods and the Identification of Buried Objects, Dominique Lesselier and Bernard Duchêne*
Scattering in a 2-D Optical Waveguide, Rolando Magnanini* Fadil Santosa†
Scattering by Inclusions, P.A. Martin*
Pointwise Interpolation Inequalities for Riesz and Bessel Potentials*, Vladimir Maz'ya† Tatyana Shaposhnikova‡
Spectrum of Multidimensional Schrödinger Operators with Sparse Potentials, S. Molchanov B. Vainberg
On Inverse Problems for the Wave Equation with Time Dependent Potentials, G.F. Roach*


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