New Approach of FEM for Eigenvalue Problems with Non-local Transition Conditions

Author:

Andreev A. B.,Racheva M. R.

Publisher

Springer Berlin Heidelberg

Reference6 articles.

1. De Shepper, H., Van Keer, R.: A finite element method for elliptic eigenvalue problems in a multi-component domain in 2D with non-local Dirichlet transition conditions. J. Comput. Appl. Math. 111, 253–265 (1999)

2. De Shepper, H., Van Keer, R.: On a variational approximation method for 2nd order eigenvalue problems in a multi-component domain with nonlocal Dirichlet transition conditions. Numer. Func. Anal. Optim. 19(9&10), 971–994 (1998)

3. Lecture Notes in Computer Science;A.B. Andreev,2008

4. Andreev, A.B., Racheva, M.R.: Superconvergence of the interpolated quadratic finite elements on triangular meshes. Math. Balkanica, New Series 19, 3-4, 385–404 (2005)

5. Lin, Q., Yan, N., Zhou, A.: A rectangular test for interpolated finite elements. In: Proceedings of Systems Science & Systems Engineering, pp. 217–229. Culture Publish Co. (1991)

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