Hereditary Extended Properties Quasi Random Graphs And

Hereditary Extended Properties Quasi Random Graphs And

S{\'o}s}, title = {Hereditary Extended Properties, Quasi-Random Graphs And Induced Subgraphs}, journal = {Combinatorics, Probability {\&} Computing

DBLP Record 'journals/cpc/SimonovitsS03'

Hereditary Extended Properties, Quasi-Random Graphs And Induced Subgraphs. BibTeX; Micah Adler , Harald Räcke , Naveen Sivadasan , Christian Sohler , Berthold Vöcking

Combinatorics, Probability & Computing, Volume 12

Hereditary Extended Properties, Quasi-Random Graphs And Induced Subgraphs. Combinatorics, Probability & Computing 12 (3): (2003) 19: EE: Zoltán Füredi , Oleg Pikhurko , Miklós

DBLP: Miklós Simonovits

B 91 (2004) 1-24 05C35 (05C30) Hereditary extended properties, quasi-random graphs and induced subgraphs. (with Sós, Vera T. ) Combin. Probab. Comput. 12 (2003) 319-344 05C35 (05C80) The

Graph Theory White Pages: Simonovits, M.

and n 0 . Such facts are well known in random graph by Yannakakis and Lund [28] . Let Pi be a hereditary graph property the fact that i k (G) k 1)i 0 (G) in a graph G. The extended

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