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In this paper, we study the entries of the principal eigenvector of thesignless Laplacian matrix of a hypergraph. More precisely, we obtain bounds forthis entries. These bounds are computed trough other important parameters, suchas spectral radius, maximum and minimum degree. We also introduce and study anew parameter related to edges of the hypergraph. This parameter is a spectralmeasure of a structural characteristic that can be thought of as anedge-variant of regularity.

Principal Eigenvector of the Signless Laplacian Matrix