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- W3097846320 abstract "Let F , G and H be simple graphs. A graph F is said a ( G,H )-arrowing graph if in any red-blue coloring of edges of F we can find a red G or a blue H . The size Ramsey number of G and H , ŕ ( G , H ), is the minimum size of F . If the order of F equals to the Ramsey number of G and H , r ( G,H ), then the minimum size of F is called the restricted size Ramsey number of G and H , r * ( G,H ). The Ramsey number of G and H , r ( G,H ), is the minimum order of F . In this paper, we study the restricted size number involving a P 3 . The value of r * ( P 3 , K n ) has been given by Faudree and Sheehan. Here, we examine r * ( P 3 , H ) where H is dense connected graph." @default.
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- W3097846320 date "2020-10-30" @default.
- W3097846320 modified "2023-10-03" @default.
- W3097846320 title "On the restricted size Ramsey number for P3 versus dense connected graphs" @default.
- W3097846320 doi "https://doi.org/10.5614/ejgta.2020.8.2.14" @default.
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