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A. Doicu, Y. Eremin, T. Wriedt (2000)
Acoustic and Electromagnetic Scattering Analysis Using Discrete Sources
Y. Eremin, N. Orlov, A. Sveshnikov (1999)
Models of Electromagnetic Scattering Problems Based on Discrete Sources Method
YuA Eremin, NV Orlov, AG Sveshnikov (1999)
Generalizes Multipole Techniques for Electromagnetic and Light Scattering
D. Sarid, W. Challener (2010)
Modern Introduction to Surface Plasmons: Theory, Mathematica Modeling, and Applications
(2008)
Metod integral'nykh uravnenii v vychislitel'noi elektrodinamike (Method of Integral Equations in Computational Electrodynamics
EN Vasil’ev (1987)
Vozbuzhdenie tel vrashcheniya
(1984)
Translated under the title Metody integral'nykh uravnenii v teorii rasseyaniya
VI Dmitriev, EV Zakharov (2008)
Metod integral’nykh uravnenii v vychislitel’noi elektrodinamike
(2007)
Funktsional’nyi analiz (Functional Analysis)
D Colton, R Kress (1984)
Integral Equation Method in Scattering Theory
(1992)
Metod diskretnykh istochnikov v zadachakh elektromagnitnoi difraktsii (Discrete Sources Method in Electromagnetic Scattering Problems)
(1987)
Vozbuzhdenie tel vrashcheniya (Excitation of Rotation Bodies)
VV Klimov (2009)
Nanoplazmonika
C. Hafner (2007)
Boundary methods for optical nano structuresphysica status solidi (b), 244
A. Kern, O. Martin (2011)
Excitation and reemission of molecules near realistic plasmonic nanostructures.Nano letters, 11 2
NV Grishina, YuA Eremin, AG Sveshnikov (2011)
Vestnik Moskov. Univ. Ser. III Fiz. Astronom.
(2011)
Investigation of Plasmonic Resonances of Local Structures on the Basis of the Discrete Sources Method
YuA Eremin, AG Sveshnikov (1992)
Metod diskretnykh istochnikov v zadachakh elektromagnitnoi difraktsii
D Sarid, W Challener (2010)
Modern Introduction to Surface Plasmons. Theory
VN Trenogin (2007)
Funktsional’nyi analiz
L. Novotný, N. Hulst (2011)
Antennas for lightNature Photonics, 5
We give a mathematical justification of a new scheme of the discrete sources method, which permits one to analyze scattering properties of plasmonic structures. The completeness and closedness of the system of basis functions underlying the representation of the approximation solution are proved. We establish the linear independence of the system of functions with sources placed in the complex plane, which are used for the representation of the internal field.
Differential Equations – Springer Journals
Published: Nov 13, 2013
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