Nonisomorphic Solutions of pseudo‐(3.5,2) and pseudo‐(3,6,3) graphs
S. S. Shrikhande, Vasanti N. Bhat · Annals of the New York Academy of Sciences · 1970
In this paper we indicate the existence of 7 mutually nonisomorphic pseudo‐(3,6,3) graphs and that of 9 mutually nonisomorphic pseudo‐(3,5,2) graphs. Further the graphs obtained have been classified according to their mutual relationships.