Some conjectures in elementary number theory
Angelo B. Mingarelli
TL;DR
This paper introduces several new conjectures related to primes and irrationals in real numbers, supported by numerical evidence, aiming to advance understanding in elementary number theory.
Contribution
It proposes new conjectures connecting primes and irrationals, supported by computational verification, contributing novel hypotheses to elementary number theory.
Findings
Numerical verification supports the conjectures
New conjectures relate primes and irrationals
Potential implications for number theory
Abstract
We announce a number of conjectures associated with and arising from a study of primes and irrationals in . All are supported by numerical verification to the extent possible.
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Taxonomy
TopicsHistory and Theory of Mathematics · Analytic Number Theory Research · Mathematics and Applications