Hardy's Inequality on Finite Networks

生源寺亨浩

山﨑稀嗣

ファイル

c0020032r008.pdf 109 KB

内容記述（抄録等）

The smallest eigenvalue of a weighted discrete Laplacian is closely related to a generalized Hardy's inequality on networks. We shall estimate the smallest eigenvalue by using a discrete Kuramochi potential with some numerical experiments.

About This Article

NCID

AA11157123

c0020032r008.pdf 109 KB

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