Convergence analysis of a minimax method for finding multiple solutions of hemivariational inequality in Hilbert space (Q2374378)
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| Language | Label | Description | Also known as |
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| English | Convergence analysis of a minimax method for finding multiple solutions of hemivariational inequality in Hilbert space |
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Convergence analysis of a minimax method for finding multiple solutions of hemivariational inequality in Hilbert space (English)
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15 December 2016
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The author points out what approximation problem is, when a minimax method is used to solve a hemivariational inequality and the finite element method is used in discretization. Computation of the approximation problem is discussed, a numerical experiment is carried out and its global convergence is verified. Finally, as the element size goes to zero, the convergence of solutions of the approximation problem to solutions of the hemivariational inequality is proved.
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hemivariational inequality
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minimax method
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finite element method
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convergence
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numerical experiment
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