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Applicable Analysis
An International Journal
Volume 98, 2019 - Issue 4
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Articles

The inverse electromagnetic scattering problem by a penetrable cylinder at oblique incidence

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Pages 781-798 | Received 07 Jan 2017, Accepted 19 Jun 2017, Published online: 17 Nov 2017

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D Gintides, S Giogiakas & L Mindrinos. (2023) The scattering problem of obliquely incident electromagnetic waves by an inhomogeneous infinitely long cylinder. Physica Scripta 98:11, pages 115517.
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Leonidas Mindrinos. (2023) The Electromagnetic Scattering Problem by a Cylindrical Doubly-Connected Domain at Oblique Incidence: An Inverse Problem. Journal of Advances in Applied & Computational Mathematics 10, pages 18-25.
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Spyridon C. Athanasiadis & Paraskevi Roupa. (2022) Detection of Buried Chiral Objects Using Electromagnetic Scattering in Two Dimensions. Detection of Buried Chiral Objects Using Electromagnetic Scattering in Two Dimensions.
Christodoulos E. Athanasiadis, Evagelia S. Athanasiadou & Paraskevi Roupa. (2022) On the Far Field Patterns for Electromagnetic Scattering in Two Dimensions. Reports on Mathematical Physics 89:2, pages 253-265.
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Xia Deng, Jun Guo, Jin Li & Guozheng Yan. (2022) The linear sampling method for penetrable cylinder with inclusions for obliquely incident polarized electromagnetic waves. Journal of Inverse and Ill-posed Problems 0:0.
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Roman Chapko & Leonidas Mindrinos. (2022) On the Numerical Solution of a Hyperbolic Inverse Boundary Value Problem in Bounded Domains. Mathematics 10:5, pages 750.
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Roman Chapko & Leonidas Mindrinos. (2019) On the non-linear integral equation approach for an inverse boundary value problem for the heat equation. Journal of Engineering Mathematics 119:1, pages 255-268.
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Leonidas Mindrinos. (2019) The electromagnetic scattering problem by a cylindrical doubly connected domain at oblique incidence: the direct problem. IMA Journal of Applied Mathematics 84:2, pages 292-311.
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