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Ramsey property

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Ramsey property [′ram·zē ‚präp·ərd·ē]
(mathematics)
For any two positive integers,pandq, a positive integerris said to have the (p,q)-Ramsey property if in any set ofrpeople there is either a subset ofppeople who are all mutual acquaintances or a set ofqpeople who are all mutual strangers.


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845 QA3 The authors propose the R is the set of all finite graphs G with the Ramsey property that every coloring of the edges of G by two colors yields a monochromatic triangle.
 
 
 
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