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Two Upper Bounds for both the van der Waerden Numbers $W(r, k + 1)$ and $W(r + 1, k)$, that show the Existence of a Recurrence Relation

Published 6 Mar 2016 in math.NT | (1603.01831v6)

Abstract: Using a method we have utilized previously, namely through a finite power series expansion which also sometimes is known as the "radix polynomial" representation of an integer, we find an upper bound for a van der Waerden number that has a recurrence property.

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Authors (1)

  1. Robert J Betts 

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