Large Multipartite Subgraphs in H-free Graphs

Author:

Hu Ping,Lidický Bernard,Martins Taísa,Norin Sergey,Volec Jan

Publisher

Springer International Publishing

Reference9 articles.

1. Andrásfai, B., Erdős, P., Sós, V.T.: On the connection between chromatic number, maximal clique and minimal degree of a graph. Discrete Math. 8, 205–218 (1974)

2. Balogh, J., Clemen, F.C., Lavrov, M., Lidický, B., Pfender, F.: Making $${K}_{r+1}$$-free graphs $$r$$-partite. Combin. Probab. Comput. (2020)

3. Balogh, J., Clemen, F.C., Lidický, B.: Max cuts in triangle-free graphs. Manuscript (2021)

4. Erdős, P.: Problems and results in graph theory and combinatorial analysis. In: Proceedings of the Fifth British Combinatorial Conference (Univ. Aberdeen, Aberdeen, 1975), pp. 169–192. Congressus Numerantium, No. XV (1976)

5. Erdős, P., Faudree, R., Pach, J., Spencer, J.: How to make a graph bipartite. J. Combin. Theor. Ser. B 45(1), 86–98 (1988)

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1. 10 problems for partitions of triangle-free graphs;European Journal of Combinatorics;2023-10

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