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- W2074848241 abstract "Abstract It is proved that a graph with n vertices and minimum degree at least [( h + 2)/2 h ] n contains n / h −O( h 2 ) vertex disjoint cycles of size h , and that a graph with n > N ( h ) vertices and minimum degree at least [( h + 3)/2 h ] n contains n / h vertex disjoint h -cycles, provided h divides n . Bounds on the minimum degree required for G to contain a factor consisting of cycles of specified lengths are also discussed. This work is motivated by a conjecture of El-Zahar (1984)." @default.
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- W2074848241 date "1999-02-28" @default.
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- W2074848241 title "Cycle factors in dense graphs" @default.
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