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Applicable Analysis
An International Journal
Volume 92, 2013 - Issue 10
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Articles

Determination of point sources in vibrating plate by boundary measurements

Ouahiba Zaïr Faculty of Mathematics, Laboratory AMNEDP, USTHB, El-Alia, B.P. 32, Bab Ezzouar, Alger, AlgeriaCorrespondence[email protected]
Pages 2061-2075 | Received 13 Apr 2012, Accepted 24 Jul 2012, Published online: 01 Nov 2012

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A. Kawano. (2016) Uniqueness results in the identification of distributed sources over Germain–Lagrange plates by boundary measurements. Applicable Analysis 95:9, pages 2004-2016.
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Articles from other publishers (5)

A. Kawano & A. Morassi. (2024) Load identification in a plate-beam lattice from interior dynamic data. Applied Mathematical Modelling 125, pages 347-366.
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Alexandre Kawano, Antonino Morassi & Ramón Zaera. (2022) Inverse load identification in vibrating nanoplates. Mathematical Methods in the Applied Sciences 46:1, pages 1045-1075.
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Yongyi Yu & Qingmei Zhao. (2022) Global uniqueness in an inverse problem for a class of damped stochastic plate equations. Mathematical Methods in the Applied Sciences 46:1, pages 765-776.
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ALEXANDRE KAWANO & ANTONINO MORASSI. (2018) Uniqueness in the determination of loads in multi-span beams and plates. European Journal of Applied Mathematics 30:1, pages 176-195.
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D. G. Orlovsky & S. I. Piskarev. (2018) On Approximation of Coefficient Inverse Problems for Differential Equations in Functional Spaces. Journal of Mathematical Sciences 230:6, pages 823-906.
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