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On the eigenvalues for a weighted p-Laplacian operator on metric graphs

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ABSTRACTWe provide an explicit upper bound of the eigenvalues corresponding to a weighted p-Laplacian operator defined on a connected metric graph with finite total length. Click to show full abstract

ABSTRACTWe provide an explicit upper bound of the eigenvalues corresponding to a weighted p-Laplacian operator defined on a connected metric graph with finite total length.

Keywords: operator metric; laplacian operator; eigenvalues weighted; metric graphs; weighted laplacian

Journal Title: Complex Variables and Elliptic Equations
Year Published: 2019

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