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math.NT2026
A solution to the Straus-Erdős conjecture
Kyle Bradford
This paper outlines a solution to the Straus Erdős Conjecture. Namely for each prime there exists positive integers so that $$ \frac{4}{p} = \frac{1}{x}+\frac…
math.NT2024
Prime Gaps In The Gaussian Integers
Kyle Bradford, James Taylor, George Volz
In this paper we create a definition for prime gaps in the Gaussian integers using a boxcar metric. From this we used numerical methods to derive an asymptotic upper bound for the…
math.NT2019
A note on the Erdő-Straus Conjecture
Kyle Bradford
This paper makes a fundamental assertion about the Erdős-Straus conjecture. Suppose that for a prime there exists with so that $$ \frac…