一类具有p-Laplacian的非线性特征值问题
일류구유p-Laplacian적비선성특정치문제
A Class of Nonlinear Eigenvalue Problems with the p-Laplacian
  • 万方数据
    大学数学 대학수학
    COLLEGE MATHEMATICS
    2012年 2期 64-67 ,共4页

    李相锋%李万军%许生虎

    리상봉%리만군%허생호

    变分方法%三临界点定理%特征值Dirichlet问题%p-Laplacian 變分方法%三臨界點定理%特徵值Dirichlet問題%p-Laplacian
    변분방법%삼림계점정리%특정치Dirichlet문제%p-Laplacian
    variational method%three critical points theorem%eigenvalue Dirichlet problem%p-Laplacian
    利用变分法中的一个三临界点定理,在适当的假设下,研究了一类具有p-Laplacian的特征值Dirichlet问题至少存在三个弱解的充分条件.
    이용변분법중적일개삼림계점정리,재괄당적가설하,연구료일류구유p-Laplacian적특정치Dirichlet문제지소존재삼개약해적충분조건.
    Using a recent three critical points theorem in variational methods, sufficient conditions of the existence of at least three weak solutions, for a class of nonlinear nonautonomous eigenvalue Dirichlet problem involving the p-Laplacian, are established under appropriate hypotheses .
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