The closed ordinal Ramsey number $R^{cl}(ω^2,3) = ω^6$

preprint2019arXivOpen access

Closed ordinal Ramsey numbers are a topological variant of the classical (ordinal) Ramsey numbers. We compute the exact value of the closed ordinal Ramsey number $R^{cl}(ω^2,3) = ω^6$ .

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The closed ordinal Ramsey number $R^{cl}(ω^2,3) = ω^6$

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The closed ordinal Ramsey number Rcl(ω2,3)=ω6R^{cl}(ω^2,3) = ω^6Rcl(ω2,3)=ω6

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The closed ordinal Ramsey number $R^{cl}(ω^2,3) = ω^6$