Upper bound on the edge Folkman number $F_e(3,3,3;13)$

preprint2011arXivOpen access

In this paper we discuss a class of combinatorial constants in Ramsey theory- edge Folkman numbers. We give an upper bound on one of them- the number F_e(3,3,3;13).

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Upper bound on the edge Folkman number $F_e(3,3,3;13)$

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Upper bound on the edge Folkman number Fe(3,3,3;13)F_e(3,3,3;13)Fe​(3,3,3;13)

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Upper bound on the edge Folkman number $F_e(3,3,3;13)$