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Applicable Analysis
An International Journal
Volume 83, 2004 - Issue 8
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Original Articles

Uniqueness in inverse obstacle scattering with conductive boundary conditions

Nicolas ValdiviaCorrespondence[email protected]
Pages 825-851 | Received 01 May 2003, Published online: 20 Aug 2006

Citations (16)

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Read on this site (1)

Nicolas P. Valdivia. (2018) Integral formulas for supersonic reconstruction of the acoustic field. Inverse Problems in Science and Engineering 26:3, pages 376-397.
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Articles from other publishers (15)

Jianli Xiang & Guozheng Yan. (2021) Uniqueness of the Inverse Transmission Scattering with a Conductive Boundary Condition. Acta Mathematica Scientia 41:3, pages 925-940.
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Jiaqing Yang, Bo Zhang & Haiwen Zhang. (2018) Uniqueness in inverse acoustic and electromagnetic scattering by penetrable obstacles with embedded objects. Journal of Differential Equations 265:12, pages 6352-6383.
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Ahmed Alsaedi, Faris Alzahrani, Durga Prasad Challa, Mokhtar Kirane & Mourad Sini. (2016) Extraction of the index of refraction by embedding multiple small inclusions. Inverse Problems 32:4, pages 045004.
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K. Krupchyk. (2012) Inverse Transmission Problems for Magnetic Schrodinger Operators. International Mathematics Research Notices.
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Gen Nakamura & Haibing Wang. (2012) Inverse scattering for obliquely incident polarized electromagnetic waves. Inverse Problems 28:10, pages 105004.
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Mourad Sini & Kazuki Yoshida. (2012) On the reconstruction of interfaces using complex geometrical optics solutions for the acoustic case. Inverse Problems 28:5, pages 055013.
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Kyoungsun Kim, Gen Nakamura & Mourad Sini. (2012) The Green function of the interior transmission problem and its applications. Inverse Problems & Imaging 6:3, pages 487-521.
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Fenglong Qu. (2012) Uniqueness in Inverse Electromagnetic Conductive Scattering by Penetrable and Inhomogeneous Obstacles with a Lipschitz Boundary. Abstract and Applied Analysis 2012, pages 1-21.
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Nguyen Trung Thành & Mourad Sini. (2010) Accuracy of the linear sampling method for inverse obstacle scattering: effect of geometrical and physical parameters. Inverse Problems 26:12, pages 125004.
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Nguyen Trung Thành & Mourad Sini. (2010) An analysis of the accuracy of the linear sampling method for an acoustic inverse obstacle scattering problem. Inverse Problems 26:1, pages 015010.
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S. N. Chandler-Wilde, I. G. Graham, S. Langdon & M. Lindner. (2009) Condition number estimates for combined potential boundary integral operators in acoustic scattering. Journal of Integral Equations and Applications 21:2.
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Victor Isakov. (2008) On Uniqueness in the General Inverse Transmisson Problem. Communications in Mathematical Physics 280:3, pages 843-858.
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Stephen O'Dell. (2008) Inverse Scattering for Schrödinger-Type Operators with Interface Conditions Across Smooth Surfaces. SIAM Journal on Mathematical Analysis 39:5, pages 1595-1626.
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N P Valdivia & E G Williams. (2007) The reconstruction of surface tangential components of the electromagnetic field from near-field measurements. Inverse Problems 23:2, pages 785-798.
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Gen Nakamura & Mourad Sini. (2007) Obstacle and Boundary Determination from Scattering Data. SIAM Journal on Mathematical Analysis 39:3, pages 819-837.
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