All Title Author
Keywords Abstract

Mathematics  1997 

Erd?s and Renyi conjecture

Full-Text   Cite this paper   Add to My Lib


Affirming a conjecture of Erd\H{o}s and Renyi we prove that for any (real number) c_1>0 for some c_2>0, if a graph G has no c_1(log n) nodes on which the graph is complete or edgeless (i.e. G exemplifies |G| not-> (c_1 log n)^2_2) then G has at least 2^{c_2n} non-isomorphic (induced) subgraphs.


comments powered by Disqus