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ABSTRACT
<p>A report is presented on a collection of constructions of symmetric networks that provide the largest known values for the number of nodes that can be placed in a network of a given degree and diameter. Some of the constructions are in the range of current potential engineering significance. The constructions are Cayley graphs of linear groups obtained by experimental computation.</p>
INDEX TERMS
linear groups; symmetric networks; nodes; Cayley graphs; graph theory; group theory; multiprocessor interconnection networks.
CITATION

M. Langston et al., "Small Diameter Symmetric Networks From Linear Groups," in IEEE Transactions on Computers, vol. 41, no. , pp. 218-220, 1992.
doi:10.1109/12.123397
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