Journal of Jilin University Science Edition
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ZHENG Wenhua
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A one dimension fourthorder finite volume element method based on the LobattoGauss was constructured. The author analysed the stability and convergence of this method, proved the superconvergence of numerical derivatives at the dual partition nodes. The numerical experiments verified the super\|convergence of the method.
Key words: twopoint boundary value problem, finite volume element method, error estimate, superconvergence
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ZHENG Wenhua. One Dimension FourthOrder Finite Volume ElementMethod Based on the LobattoGauss Constructure[J].Journal of Jilin University Science Edition, 2015, 53(04): 583-590.
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http://xuebao.jlu.edu.cn/lxb/EN/Y2015/V53/I04/583
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