A C4C8 net is a trivalent decoration made by alternating squares C4 and octagons C8. It can cover either a cylinder or a torus. In this paper we determine rhomboidal C4C8 toris which are Cayley graphs.
On covers of graphs by Cayley graphs
Finite presentability and isomorphism of Cayley graphs of monoids
Presentations for locally inverse semigroups
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