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2. The signless p-Laplacian spectral radius of graphs with given matching number.

Author

Chen, Zhouyang, Feng, Lihua, Liu, Weijun, and Lu, Lu

Subjects
*QUADRATIC forms, *LAPLACIAN matrices, *LINEAR orderings, *EIGENVALUES, *GENERALIZATION
Abstract

In this paper, we consider the spectral radius of signless p-Laplacian of a graph, which is a generalization of the quadratic form of the signless Laplacian matrix for p = 2. Let G n , β be the set of simple graphs of order n with a given matching number β. In this paper, the graphs maximizing the largest signless p-Laplacian eigenvalue among G n , β are obtained. [ABSTRACT FROM AUTHOR]

Published
2023
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