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    國家天元數學中部中心Colloquium報告 | 沈捷 教授(普渡大學)
    發布時間:2021-10-27 14:08:24

    報告題目:Positivity/bound Preserving Schemes for  Complex Nonlinear Systems

    報告時間:2021-10-29  16:00 - 17:00

    報告人:沈捷 教授 普渡大學 

    報告地點:國家天元數學中部中心東北樓302報告廳

    主辦單位:國家天元數學中部中心  武漢大學數學與統計學院

    Abstract: Solutions for a large class of partial differential equations (PDEs) arising from sciences and engineering applications are required to be positive to be positive or within a specified bound. It is of critical importance that their numerical approximations preserve the positivity/bound at the discrete level, as violation of the positivity/bound preserving may render the discrete problems ill posed. I will review the existing approaches for constructing positivity/bound preserving schemes, and then present several efficient and accurate approaches which are relative easy to implement and can be combined with most spatial discretization.




    Copyright 2019 ? 天元數學中部中心 National Tianyuan Mathematics Central Center

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