# G. Makay

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Let G n,k denote the Kneser graph whose vertices are the n-element subsets of a (2n + k)-element set and whose edges are the disjoint pairs. In this paper we prove that for any non-negative integer s there is no graph ho-momorphism from G 4,2 to G 4s+1,2s+1. This confirms a conjecture of Stahl in a special case.

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