23 fév 2017 · Eigenvalue 2 = 1 with eigenvalues of the form ,− The Spectrum of a Complete Graph Problem Complete Bipartite Graphs
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[PDF] Spectra of graphs
It follows that the spectrum of a bipartite graph is symmetric w r t 0: if [ uv ] is an eigenvector with The spectrum of the complete bipartite graph Km,n is ± √mn
[PDF] SPECTRA OF SOME SPECIAL BIPARTITE GRAPHS - CORE
NKn, Kn and Kn;m stand for the graph with n isolated vertices, complete graph and complete bipartite graph, respectively Also we use these two notations Tw D
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13 mai 2013 · complete bipartite graph Kx,y Path A path graph, Pn is a connected graph of n vertices where 2 vertices are pendant and the other n−2
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The complete graph on n vertices (the n-clique, Kn) has adjacency matrix A = J − I, where bipartite graphs The complete bipartite graph Km,n has spectrum ±
[PDF] Spectral graph theory - Ma/CS 6b
23 fév 2017 · Eigenvalue 2 = 1 with eigenvalues of the form ,− The Spectrum of a Complete Graph Problem Complete Bipartite Graphs
Graph Spectrum
Petersen graph (In fact, it follows that P3 is connected and bipartite ) 1 5 2 Decomposing Kn into complete bipartite graphs
[PDF] On the Spectrum of Some Signed Complete and Complete Bipartite
negative edges form a matching Moreover, we construct a family of signed complete graphs having symmetric spectrum 1 Introduction Signed graphs were
[PDF] Spectral radius of bipartite graphs
is obtained from a complete bipartite graph by adding one vertex and a corresponding number of edges Moreover, in [4, Theorem 8 1] Conjecture 1 1 was proved
[PDF] Spectral characterizations of two families of nearly complete bipartite
It is not hard to find many complete bipartite graphs which are not determined by their spectra We show that the graph obtained by deleting an edge from a
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