Abstract
A group G is said to have a graphical regular representation if there exists a simple graph X such that (i) G · Aut( X), the full automorphism group of X, and (ii) G is regular as a permutation group on the sea V( X) of the vertices of X. Many papers studying which groups have a graphical regular representation have been published. The purpose of this note is to add some examples of groups which have a graphical regular representation.
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