Inverse Scattering Theory

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作者：

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来源：

INVERSE SCATTERING THEORY AND TRANSMISSION EIGENVALUES | 2016年

关键词：

INTERIOR TRANSMISSION PROBLEM; LINEAR SAMPLING METHOD; FAR-FIELD DATA; INHOMOGENEOUS-MEDIUM; EIGENVALUE PROBLEM; ANISOTROPIC MEDIA; ACOUSTIC-WAVES; UNIQUENESS; REFRACTION; EXISTENCE;

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中图分类号：

O29 [应用数学];

学科分类号：

070104 ;

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引用

页码：1 / +

页数：40

共 118 条

[71] A multi-level method for transmission eigenvalues of anisotropic media
Ji, Xia
Sun, Jiauang
[J]. JOURNAL OF COMPUTATIONAL PHYSICS, 2013, 255 : 422 - 435
[72] Algorithm 922: A Mixed Finite Element Method for Helmholtz Transmission Eigenvalues
Ji, Xia
Sun, Jiguang
Turner, Tiara
[J]. ACM TRANSACTIONS ON MATHEMATICAL SOFTWARE, 2012, 38 (04):
[73] Computing interior eigenvalues of domains from far fields
Jiang, Zixian
Lechleiter, Armin
[J]. IMA JOURNAL OF NUMERICAL ANALYSIS, 2016, 36 (03) : 1452 - 1476
[74] Kato T., 1985, PERTURBATION THEORY
[75] Factorization of the far-field operator for the inhomogeneous medium case and an application in inverse scattering theory
Kirsch, A
[J]. INVERSE PROBLEMS, 1999, 15 (02) : 413 - 429
[76] THE DENSENESS OF THE FAR FIELD PATTERNS FOR THE TRANSMISSION PROBLEM
KIRSCH, A
[J]. IMA JOURNAL OF APPLIED MATHEMATICS, 1986, 37 (03) : 213 - 225
[77] Kirsch A., 2008, The factorization method for inverse problems
[78] Kirsch A., 2013, INVERSE PROBL, V29
[79] Kirsch A, 2011, INTRO MATH THEORY IN
[80] A note on Sylvester's proof of discreteness of interior transmission eigenvalues
Kirsch, Andreas
[J]. COMPTES RENDUS MATHEMATIQUE, 2016, 354 (04) : 377 - 382

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