Cayley graphs - Cayley nets

  • Published 1998

Abstract

It is, however, not clear how to choose the generators to produce special graphs. We know many topologies and their generators, but many more may be constructed in the future, having better properties (in terms of diameter, nodal degree and connectivity) than for instance the hypercube. I will present several graphs which connect rings using the generator g 1 and some additional generators.

Cite this paper

@inproceedings{1998CayleyG, title={Cayley graphs - Cayley nets}, author={}, year={1998} }