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The Lower Bounds of Eigenvalues by the Wilson Element in Any Dimension |
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| Authors: | Youai Li |
| Abstract: | In this paper, we analyze the Wilson element method of the eigenvalueproblem in arbitrary dimensions by combining a new technique recentlydeveloped in [10] and the a posteriori error result. Weprove that the discrete eigenvalues are smaller than the exact ones. |
| Keywords: | The lower approximation the Wilson element the eigenvalue problem. |
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