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    Subject Index Volumes 1–200

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    On an anti-Ramsey problem of Burr, Erdös, Graham and T. Sós

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    Given a graph L, in this paper we investigate the anti-Ramsey number S (n; e; L), de ned to be the minimum number of colors needed to edge-color some graph G(n; e) with n vertices and e edges so that in every copy of L in G all edges have dierent colors. We call such a copy of L totally multicolored (TMC)
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