Cayley graphs on the group $(Z_2^n,+)$, in particular the hypercube $Q_n$, are considered. A characterization of them as graphs having suitable edge-colouring properties is given.

Edge-colourings characterizing a class of Cayley Graphs and a New Characterization of Hypercubes

BURATTI, Marco
1996

Abstract

Cayley graphs on the group $(Z_2^n,+)$, in particular the hypercube $Q_n$, are considered. A characterization of them as graphs having suitable edge-colouring properties is given.
1996
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/920047
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