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Complex Variables and Elliptic Equations
An International Journal
Volume 60, 2015 - Issue 2
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Articles

A uniqueness theorem on the eigenvalues of spherically symmetric interior transmission problem in absorbing medium

Lung-Hui ChenDepartment of Mathematics, National Chung Cheng University, 168 University Rd., Min-Hsiung, Chia-Yi County 621, Taiwan.Correspondence[email protected]
Pages 145-167 | Received 04 Dec 2013, Accepted 27 Feb 2014, Published online: 10 Apr 2014

Citations (7)

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Read on this site (4)

Lung-Hui Chen. (2019) An inverse spectral analysis of transmission problem in thermo- and photo-acoustic tomography. Waves in Random and Complex Media 29:2, pages 204-214.
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Zhaoying Wei & Guangsheng Wei. (2018) The inverse discrete transmission eigenvalue problem for absorbing media. Inverse Problems in Science and Engineering 26:1, pages 83-99.
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Lung-Hui Chen. (2016) On the eigenvalue asymptotics of Zonal Schrödinger operators in even metric and non-even metric. Cogent Mathematics 3:1.
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Lung-Hui Chen. (2016) An inverse uniqueness on the index of refraction with a transition region. Applicable Analysis 95:3, pages 545-561.
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Articles from other publishers (3)

Lung-Hui Chen. (2017) A fixed energy fixed angle inverse scattering in interior transmission problem. Reports on Mathematical Physics 79:3, pages 331-345.
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Lung-Hui Chen. (2017) On Certain Translation Invariant Properties of Interior Transmission Spectra and Their Doppler’s Effect. Advances in Mathematical Physics 2017, pages 1-9.
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Lung-Hui Chen. (2016) Inverse Uniqueness in Interior Transmission Problem and Its Eigenvalue Tunneling in Simple Domain. Advances in Mathematical Physics 2016, pages 1-9.
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