1970/01/01-1970/01/01
Abstract
Spectral graph theory deals with the study of the graph properties by using linear algebra tools and techniques via an associated marix for a graph. The most frequently used are the adjacency matrix, the Laplacian, the signless Laplacian, and the distance matrix. We discuss some recent works on the \alpha-spectral radius, the Laplacian eigenvalue distribution and the second largest distance eigenvalue.
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