Searching for "An upper bound for ramsey numbers." – sorted by Relevance.
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Problem Statement
- of Ramsey theory. Section 3 focuses on techniques used to obtain upper and lower bounds for Ramsey numbers
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On Bipartite Graphs with Linear Ramsey Numbers
- , this improves an old upper bound on the ramsey number of the n-cube due to Beck [1]. For the sake
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Large almost monochromatic subsets in hypergraphs
- obtain a new upper bound on the ℓ-color Ramsey numbers of complete multipartite 3-uniform hypergraphs
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On graphs with linear Ramsey numbers
- improve an old upper bound on the Ramsey number of the n-cube due to Beck. We also show that for a ®xed c
- Cited by 13 (1 self) – Add To MetaCart
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Ramsey's Numbers by Stochastic Algorithms with New Heuristics
- problem of graph coloring. We improve some bounds of Ramsey's numbers and we introduce the cyclic
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On Ramsey numbers of sparse graphs
- : As an immediate corollary we obtain the following new upper bound on the Ramsey number of d-degenerate graphs
- Cited by 12 (7 self) – Add To MetaCart
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Maximum Sum Of Bandwidths Of Complementary Graphs
- of using the Tur'an number of a bipartite graph to prove an upper bound on its Ramsey number is now
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theory and bandwidth of graphs
- be reduced by improving the lower bounds on Ramsey numbers for small halfgraphs). Upper bounds on R(Ha, Hb
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Constrained Ramsey numbers of graphs
- is n ^ b3s \Gamma p3s \Gamma 2:75 \Gamma 1:5c. The upper bound on the Ramsey number exceeds
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Recent Results in Computational Ramsey Theory
- number. Several examples of Ramsey graphs appear in the references [20] [3]. 1.3 Upper bounds on Ramsey
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