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Journal of Electromagnetic Waves and Applications Volume 18, 2004 - Issue 10
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Articles

Application of Algebraic Function Theory to Backward Wave Problems

N. Yener
Pages 1399-1417 | Published online: 03 Apr 2012

Citations (5)

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Read on this site (3)

N. Yener. (2006) Advancement of Algebraic Function Approximation in Eigenvalue Problems of Lossless Metallic Waveguides to Infinite Dimensions, Part I: Properties of the Operator in Infinite Dimensions. Journal of Electromagnetic Waves and Applications 20:12, pages 1611-1628.
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N. Yener. (2006) Advancement of Algebraic Function Approximation in Eigenvalue Problems of Lossless Metallic Waveguides to Infinite Dimensions, Part III: Examples Verifying the Theory. Journal of Electromagnetic Waves and Applications 20:13, pages 1861-1874.
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N. Yener. (2006) Algebraic Function Approximation in Eigenvalue Problems of Lossless Metallic Waveguides: Examples. Journal of Electromagnetic Waves and Applications 20:6, pages 731-745.
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Articles from other publishers (2)

Namik Yener. (2006) ADVANCEMENT OF ALGEBRAIC FUNCTION APPROXIMATION IN EIGENVALUE PROBLEMS OF LOSSLESS METALLIC WAVEGUIDES TO INFINITE DIMENSIONS, PART II: TRANSFER OF RESULTS IN FINITE DIMENSIONS TO INFINITE DIMENSIONS. Progress In Electromagnetics Research 65, pages 41-58.
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Namik Yener. (2005) ALGEBRAIC FUNCTION APPROXIMATION TO EIGENVALUE PROBLEMS IN LOSSLESS METALLIC WAVEGUIDES (REVISITED). Progress In Electromagnetics Research 55, pages 147-174.
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