Bipartite anti-Ramsey numbers of cycles. Axenovich, Maria,Jiang, Tao,Kündgen, André. Journal of Geography . 2004Axenovich M, Jiang T, Kündgen A (2004) Bipartite anti-Ramsey numbers of cycles. J Graph Theory 47:9–28 MATH MathSciNet...
Bipartite anti-Ramsey numbers of cycles J. Graph Theory, 47 (2004), pp. 9-28 View in ScopusGoogle Scholar [8] I. Schiermeyer Rainbow numbers for matchings and complete graphs Discrete Math., 286 (2004), pp. 157-162 View PDFView articleView in ScopusGoogle Scholar [9] X. Li, J. ...
For bipartite graphs G 1 , G 2 , …, G k , the bipartite Ramsey number b ( G 1 , G 2 , …, G k ) is the least positive integer b so that any colouring of the edges of K b , b with k colours will result in a copy of G i in the i th colour for some i . In thi...
full bipartite N by N graph with 3 colors such that no subset of size N 1/2−ɛ by N 1/2−ɛ is monochromatic for some fixed small ɛ... P Pudlák - Springer Berlin Heidelberg 被引量: 15发表: 2006年 Three colour bipartite Ramsey number of cycles and paths The $k$-colour...
This paper is a survey on Extremal Graph Theory, primarily focusing on the case when one of the excluded graphs is bipartite. On one hand we give an introduction to this field and also describe many important results, methods, problems, and constructions. ...
Ku¨ndgen, Bipartite anti-Ramsey numbers of cycles, J. Graph Theory 47 (2004), 9-28.Axenovich M, Jiang T, Kündgen A (2004) Bipartite anti-Ramsey numbers of cycles. J Graph Theory 47:9–28 MATH MathSciNetM. Axenovich, T. Jiang and A. Ku¨ndgen, Bipartite anti-Ramsey numbers ...
Bipartite Ramsey numberRandom graphSzemeredi’s regularity lemmaGraphs and Combinatorics - For graphs G and H, let $$G\\xrightarrow {k}H$$ signify that any k-edge coloring of G contains a monochromatic H as a subgraph. Let $$\\mathcal{G}(K_2(N),p)$$ be random......
path Ramsey numberThe k-color bipartite Ramsey number of a bipartite graph H is the least integer n for which every k-edge-colored complete bipartite graph Kn, n contains a monochromatic copy of H. The study of bipartite Ramsey numbers was initiated, over 40 years ago, by Faudree and Sc...
path Ramsey numberThe k ‐color bipartite Ramsey number of a bipartite graph H is the least integer n for which every k ‐edge‐colored complete bipartite graph K n , n contains a monochromatic copy of H . The study of bipartite Ramsey numbers was initiated, over 40 years ago, by ...
doi:10.1016/j.disc.2018.02.006Hattingh, Johannes H.Joubert, Ernst J.Discrete MathematicsJ. H. Hattingh, E. J. Joubert, Some multicolor bipartite Ramsey numbers involving cycles and a small number of colors, Discrete Math., 341(2018), 1325-1330....