The Ramsey Numbers $r(K_{5}-2K_{2},2K_{3}), r( K_{5}-e, 2K_{3}), and r(K_{5}, 2K_{3}) $

Krone, Martin; Mengersen, Ingrid

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Journal of Combinatorial Mathematics and Combinatorial Computing

Volume 081
Pages: 257-260

Research article

The Ramsey Numbers $r (K_{5} - 2 K_{2}, 2 K_{3}), r (K_{5} - e, 2 K_{3}), a n d r (K_{5}, 2 K_{3})$

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¹Ostfalia University of Applied Sciences, Department of Computer Science Wolfenbiittel, Germany

Published: 31/05/2012

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Abstract

This note will complete the computation of all Ramsey numbers $r (G, H)$ for graphs $G$ of order at most five and disconnected graphs $H$ of order six.

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Journal of Combinatorial Mathematics and Combinatorial Computing

The Ramsey Numbers $r (K_{5} - 2 K_{2}, 2 K_{3}), r (K_{5} - e, 2 K_{3}), a n d r (K_{5}, 2 K_{3})$

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Contents

Journal of Combinatorial Mathematics and Combinatorial Computing

The Ramsey Numbers r(K5−2K2,2K3),r(K5−e,2K3),andr(K5,2K3)

Abstract

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The Ramsey Numbers $r (K_{5} - 2 K_{2}, 2 K_{3}), r (K_{5} - e, 2 K_{3}), a n d r (K_{5}, 2 K_{3})$