MAT-59-4_EMAS_PAGES_3_6
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A connected even [2,2s]-factor of a graph G is a connected factor with all vertices of degree i (i=2,4,…,2s), where s1 is an integer. In this paper, we show that every supereulerian K1,s-free graph (s2) contains a connected even 409d6580c7"" title=""Click to view the MathML source"" alt=""Click to view the MathML source"">[2,2s-2]-factor, hereby generalizing the result that every 4-connected claw-free graph has a connected 38984e9f6cfca945"" title=""Click to view the MathML source"" alt=""Click to view the MathML source"">[2,4]-factor by Broersma, Kriesell and Ryjacek.

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