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1.
Adjacency preservers, symmetric matrices, and cores
Marko Orel, 2012, original scientific article

Abstract: It is shown that the graph ▫$\Gamma_n$▫ that has the set of all ▫$n \times n$▫ symmetric matrices over a finite field as the vertex set, with two matrices being adjacent if and only if the rank of their difference equals one, is a core if ▫$n \ge 3$▫. Eigenvalues of the graph ▫$\Gamma_n$▫ are calculated as well.
Found in: ključnih besedah
Summary of found: ...adjacency preserver, symmetric matrix, finite field, eigenvalue of a graph, coloring, quadratic form...
Keywords: adjacency preserver, symmetric matrix, finite field, eigenvalue of a graph, coloring, quadratic form
Published: 15.10.2013; Views: 1616; Downloads: 85
URL Full text (0,00 KB)

2.
Določeni razredi (hiper)grafov in njihove algebraične lastnosti
Paweł Petecki, 2016, doctoral dissertation

Found in: ključnih besedah
Summary of found: ...Petersen graph, automorphism group, vertex-transitive, sign graph, L- eigenvalue, lollipop graph, ...
Keywords: hypergraph, hamiltonian cycle, decomposition, double generalized Petersen graph, automorphism group, vertex-transitive, sign graph, L-eigenvalue, lollipop graph
Published: 09.08.2016; Views: 1541; Downloads: 3
URL Full text (0,00 KB)

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