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Approximation of Steklov Eigenvalues of Non-Selfadjoint Second Order Elliptic Operators

机译:非自伴二阶椭圆算子steklov特征值的逼近

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In the paper rate of convergence estimates are obtained for the approximation of eigenvalues by Galerkin's method in non-selfadjoint Steklov eigenvalue problems. These estimates follow from a general theory for the approximation of eigenvalues and corresponding spaces of generalized eigenvectors for a certain class of compact operators which is developed. (Author)

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