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Line 32: * If ''n'' is odd and ''k'' ≥ ''n'', then ''G'' is 1-factorable. If ''n'' is even and ''k'' ≥ ''n'' − 1 then ''G'' is 1-factorable. The [[overfull conjecture]] implies the 1-factorization conjecture. The conjecture was confirmed by Csaba, Kühn, Lo, Osthus and Treglown for sufficiently large ''n''. <ref~~>{{harvtxt\|Csaba\|Kühn\|Lo\|Osthus\|Treglown\|2016}}.</ref~~ name="csaba"> ~~<ref name="wanless">~~ {{Citation \| last1 = Csaba

Graph factorization: Difference between revisions