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An Odd Characterization of the Generalized Odd Graphs [PDF]
2010 Mathematics Subject Classification: 05E30, 05C50;distance-regular graphs;generalized odd graphs;odd-girth;spectra of graphs;spectral excess theorem;spectral ...
Dam, E.R. van, Haemers, W.H.
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Spectral Characterization of the Hamming Graphs [PDF]
We show that the Hamming graph H(3; q) with diameter three is uniquely determined by its spectrum for q ¸ 36. Moreover, we show that for given integer D ¸ 2, any graph cospectral with the Hamming graph H(D; q) is locally the disjoint union of D copies of
Koolen, J.H., Bang, S., Dam, E.R. van
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Complementary Laplacian Equienergetic Threshold graphs
The study of graph energies, initiated by Gutman [1], has become a central topic in spectralgraph theory with numerous applications in chemistry and related areas.
Adeoye, Adesoji Joseph +1 more
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Constructing pairs of Laplacian equienergetic threshold graphs
Renata Del-Vecchio +2 more
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Complementary Signless Laplacian Equienergetic Graphs
Graph energy is a classical spectral invariant, and the study of Laplacian-type energies extends thisidea from adjacency spectra to degree-sensitive matrix spectra. In particular, the signless Laplacianmatrix Q(G) = D(G)+A(G) is useful for studying structural properties that are not captured bythe adjacency spectrum alone. The signless Laplacian energy
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Towards a definition of almost–equienergetic graphs
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Ivan Gutman, Marija Stanic
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Evolutionary Algorithms for Searching Almost-Equienergetic Graphs
2021 IEEE Congress on Evolutionary Computation (CEC), 2021Many real-world problems can be modeled using graphs. This representation allows us to understand some important aspects of problem behavior through the calculation of different measures.
Héctor-Gabriel Acosta-Mesa +1 more
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On families of graphs which are both adjacency equienergetic and distance equienergetic
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Shariefuddin Pirzada +2 more
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Constructing pairs of equienergetic and non-cospectral graphs [PDF]
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Nair Maria Maia de Abreu, Cybele Vinagre
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