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Robert J. Betts

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Informal and Other Publications

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2016
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Robert J. Betts:
A Radix Representation for each van der Waerden number $W(r, k)$ with $r$ colors: Why $\log_{r}W(r, k) < k^{2}$ is true whenever $k$ is the number of terms in the arithmetic progression. CoRR abs/1604.07036 (2016)
2015
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Robert J. Betts:
How to find the least upper bound on the van der Waerden Number $W(r, k)$ that is some integer Power of the coloring Integer $r$. CoRR abs/1512.03631 (2015)
2012
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  - journals/corr/abs-1208-4618
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Robert J. Betts:
A nonconstructive Proof to show the Convergence of the $n^{th}$ root of diagonal Ramsey Number $r(n, n)$. CoRR abs/1208.4618 (2012)

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