Boundary integral equation methods in the theory of elasticity of hemitropic materials: A brief review |
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| Authors: | David Natroshvili Shota Zazashvili |
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| Institution: | a Department of Mathematics, Georgian Technical University, 77 Kostava Street, Tbilisi 0175, Georgia
b Department of Mathematics, University of Athens, Panepistimiopolis, GR 15784 Zographou, Athens, Greece |
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| Abstract: | The theory of elasticity of hemitropic materials has recently been the object of rigorous mathematical analysis. In particular, the potential method and the theory of pseudodifferential equations have been used in studying the solvability in various function spaces of the main boundary value and transmission problems, in smooth and in Lipschitz domains. The main features and results of this boundary integral equations approach are briefly reviewed here. |
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| Keywords: | Elasticity theory Hemitropic materials Potential theory Boundary value problems Transmission problems Boundary integral equations |
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