Let G be a graph with p points having a perfect matching and suppose n is a positive integer with n <or = (p-2)/2. Then G is n-extendable if every matching in G containing n lines is a subset of a perfect matching. In this paper we obtain an upper bound on the n-extendability of a graph in terms of its genus. Keywords: Euler contributions; Theorems. (Author).
"Let G be a graph with p points having a perfect matching and suppose n is a positive integer with n <or = (p-2)/2. Then G is n-extendable if every matching in G containing n lines is a subset of a perfect matching. In this paper we obtain an upper bound on the n-extendability of a graph in terms of its genus. Keywords: Euler contributions; Theorems. (Author)."@en
VANDERBILT UNIV NASHVILLE TN Dept. of MATHEMATICS.
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