Ling-Di Wang

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20122015

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2 papers · 1 filter

math.SP2015

Mixed Eigenvalues of {\LARGE $p$ \,}-Laplacian

Mu-Fa Chen, Ling-Di Wang, Yu-Hui Zhang

The mixed principal eigenvalue of $p$ -Laplacian (equivalently, the optimal constant of weighted Hardy inequality in $L^{p}$ space) is studied in this paper. Several variational for…

math.SP2014

Mixed Eigenvalues of Discrete {\LARGE $p$ \,}-Laplacian

Mu-Fa Chen, Ling-Di Wang, Yu-Hui Zhang

This paper deals with the principal eigenvalue of discrete $p$ -Laplacian on the set of nonnegative integers. Alternatively, it is studying the optimal constant of a class of weight…

Mixed Eigenvalues of {\LARGE p\,}-Laplacian

Mixed Eigenvalues of Discrete {\LARGE p\,}-Laplacian

Mixed Eigenvalues of {\LARGE $p$ \,}-Laplacian

Mixed Eigenvalues of Discrete {\LARGE $p$ \,}-Laplacian