WebDOI 10.1002/jgt.10072 Abstract: Given two graphs G and H, let f (G,H) denote the minimum integer n such that in every coloring of the edges of Kn, there is either a copy of G with … WebFor two graphs S and T, the constrained Ramsey number f (S, T) is the minimum n such that every edge colouring of the complete graph on n vertices (with any number of …
CiteSeerX — Constrained Ramsey numbers of graphs
WebNov 12, 2010 · The Ramsey number R k (G) of a graph G is the minimum number N, such that any edge coloring of K N with k colors contains a monochromatic copy of G.The constrained Ramsey number f(G, T) of the graphs G and T is the minimum number N, such that any edge coloring of K N with any number of colors contains a monochromatic … WebFor two graphs S and T, the constrained Ramsey number f(S,T) is the minimum n such that every edge coloring of the complete graph on n vertices (with any number of colors) … telefoni ostuni
Ramsey Graphs - ANU College of Engineering and Computer …
WebConstrained Ramsey Numbers Abstract: For two graphs S and T, the constrained Ramsey number f ( S, T) is the minimum n such that every edge coloring of the … WebNov 4, 2024 · Or, to put it another way, for two colors and a clique of size 3, the Ramsey number is 6 (since it requires a complete graph of six vertices). Ramsey numbers vary depending on the number of colors and the size of the … WebFor two graphs S and T, the constrained Ramsey number f(S,T) is the minimum n such that every edge colouring of the complete graph on n vertices (with any number of colours) has a monochromatic subgraph isomorphic to S or a rainbow subgraph isomorphic to T. Here, a subgraph is said to be rainbow if all of its edges have different colours. It is an telefoni nr otsing