带p-Laplace算子的偏微分方程的Hartman-Wintner型定理
대p-Laplace산자적편미분방정적Hartman-Wintner형정리
Hartman-Wintner Type Theorems for PDE with p-Lapacian
  • 万方数据
    滨州学院学报 빈주학원학보
    JOURNAL OF BINZHOU UNIVERSITY
    2011年 3期 25-29 ,共5页

    尹枥%窦向凯

    윤력%두향개

    p-Laplace算子%偏微分方程%振动性%Hlder不等式 p-Laplace算子%偏微分方程%振動性%Hlder不等式
    p-Laplace산자%편미분방정%진동성%Hlder불등식
    p-Laplacian%partial differential equation%oscillation%Hlder inequality
    利用Riccati技术讨论了一类带p-Laplace算子的偏微分方程解的振动性质,得到了此类方程的Hartman-Wintner型振动定理.
    이용Riccati기술토론료일류대p-Laplace산자적편미분방정해적진동성질,득도료차류방정적Hartman-Wintner형진동정리.
    The well known Hartman-Wintner oscillatory theorem is extended to a class of PDE with p-Laplacian by using Riccati technique.
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