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Mathematical modeling of biomolecular network dynamics. [PDF]
Ratushny AV, Ramsey SA, Aitchison JD.
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Killing of VRE Enterococcus faecalis by commensal strains: Evidence for evolution and accumulation of mobile elements in the absence of competition. [PDF]
Gaca AO, Gilmore MS.
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Epigenome-guided analysis of the transcriptome of plaque macrophages during atherosclerosis regression reveals activation of the Wnt signaling pathway. [PDF]
Ramsey SA +7 more
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<i>Drosophila</i> Nrf2/Keap1 Mediated Redox Signaling Supports Synaptic Function and Longevity and Impacts on Circadian Activity. [PDF]
Spiers JG +4 more
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Hydrogel Micro-/Nanosphere Coated by a Lipid Bilayer: Preparation and Microscopic Probing. [PDF]
Rahni S, Kazakov S.
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Bipartite Ramsey numbers of cycles
European Journal of Combinatorics, 2021Given bipartite graphs $H_1$, \dots , $H_k$, the bipartite Ramsey number $br(H_1,\dots, H_k)$ is the minimum integer $N$ such that any $k$-edge-coloring of complete bipartite graph $K_{N, N}$ contains a monochromatic $H_i$ in color $i$ for $1\le i\le k$.
Zilong Yan, Yuejian Peng
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Multicolored Bipartite Ramsey Numbers of Large Cycles
Acta Mathematicae Applicatae Sinica, English Series, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Shaojin Liu, Yue-jian Peng
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Graphs and Combinatorics, 1991
Denote by \(br(G;k)\) the \(k\)-color bipartite Ramsey number of a bipartite graph \(G\), i.e. the minimum integer \(n\) such that in any \(k\)-coloring of the edges of \(K_{n,n}\) there is a monochromatic subgraph isomorphic to \(G\). In this note the author proved that \(br(C_ 4;3)=11\).
G. Exoo
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Denote by \(br(G;k)\) the \(k\)-color bipartite Ramsey number of a bipartite graph \(G\), i.e. the minimum integer \(n\) such that in any \(k\)-coloring of the edges of \(K_{n,n}\) there is a monochromatic subgraph isomorphic to \(G\). In this note the author proved that \(br(C_ 4;3)=11\).
G. Exoo
semanticscholar +2 more sources

