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CONTENTS § 1. Introduction. Basic notation § 2. Korn's inequalities in bounded domains § 3. Korn-type inequalities in unbounded domains § 4. Uniqueness theorems of solutions of the main boundary-value problems with finite energy or with a finite Dirichlet integral § 5. Uniqueness theorems under restrictions on the absolute value of the solution in a neighbourhood of infinity § 6. The Dirichlet problem. Uniqueness theorems. Examples § 7. Existence theorems References
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Кондратьев et al. (1988) studied this question.
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