The H-spectra of a class of generalized power hypergraphs

The largest H-eigenvalue and spectral radius of Laplacian tensor of non-odd-bipartite generalized power hypergraphs

“…Along the line of discussion in this section, one can easily get the spectrum of the adjacency tensor or the signless Laplacian tensor, where the H-spectra of these tensors are discussed in [7]. Theorem 2.10 Let G be a simple graph.…”

The least eigenvalue of signless Laplacian of non-bipartite graphs with given domination number

“…Lemma 2.6 ( [11]). Let G be a k-uniform hypergraph with the minimum degree δ(G) > 0, where k is even.…”

On spectral theory of a k-uniform directed hypergraph

“…In [37] the spectral theory of undirected hypergraphs was presented via eigenvalues and eigenvectors of the adjacency tensor, Laplacian tensor, and signless Laplacian tensor. Recently a number of papers appeared in different aspects such as, spectral hypergraph theory [7,8,15,23,24,26,32,34,40,41,46,53], eigenvalues [17,25,33,42,43,44,45,48,50], connectivity [16,27], Laplacian tensor [1,18,20,35,37,51], structured tensors related [5,9], special hypergraphs [2,19,22,38,49],hypergraph properties [3,11,14,29,30].…”