On determination of the source term of a modified KdV equation
Abstract
Keywords
References
- 1. N. A. Larkin. Modified KdV equation with a source term in a bounded domain. Mathematical Methods In The Applied Science 29 (2006) 751-765.
- 2. N. A. Larkin. Korteweg-de Vries and Kuramoto-Sivashinsky equation in bounded domains. Journal of Mathematical Analysis and Applications 297 (2004) 169-185.
- 3. M. Tsutsumi. On global solutions of the modified KdV equation in inhomogeneous media. Funkcialaj Ekvacioj 15 (1972) 161-172.
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- 5. A. I. Prilepko, D. G. Orlovsky, I. A. Vasin. Methods for solving inverse problems in mathematical physics. Monographs and Textbooks in Pure and Applied Mathematics, 231, Marcel Dekker Inc., Newyork, 2000, xiv+709 pp.
- 6. M. Kaya. Determination of the unknown source term in a parabolic problem from the measured data at the final time. Applications of Mathematics 59 (2014) 715-728.
- 7. M. Kaya. Determination of the unknown Cauchy data in a linear parabolic problem from the measured data at the final time, Mediterranean Journal of Mathematics 10 (2013) 227-239.
- 8. V. Isakov. Inverse Source Problems. Mathematical Surveys and Monographs. Vol. 34, American Mathematical Society, Providence,RI, 1990.
Details
Primary Language
English
Subjects
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Journal Section
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Authors
Müjdat Kaya
This is me
Publication Date
September 30, 2018
Submission Date
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Acceptance Date
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Published in Issue
Year 2018 Volume: 5 Number: 3