The Ramsey number r(C 7 ,C 7 ,C 7 )

  • Faudree R
  • Schelten A
  • Schiermeyer I
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Abstract

Bondy and Erdős [2] have conjectured that the Ramsey number for three cycles Cₖ of odd length has value r(Cₖ,Cₖ,Cₖ) = 4k-3. We give a proof that r(C₇,C₇,C₇) = 25 without using any computer support.

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Faudree, R. J., Schelten, A., & Schiermeyer, I. (2003). The Ramsey number r(C 7 ,C 7 ,C 7 ). Discussiones Mathematicae Graph Theory, 23(1), 141. https://doi.org/10.7151/dmgt.1191

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