We consider an infinite sequence of rooted trees naturally emerging in a number-theoretical context. We advance some ideas on its structure by discussing some elementary properties. Some of those properties are shown to be related to classical results or conjectures in number theory.
Conti, R., Contucci, P. (2026). A ℕatural Avenue. EXPERIMENTAL MATHEMATICS, 35(2), 381-387 [10.1080/10586458.2025.2471939].
A ℕatural Avenue
Contucci, Pierluigi
2026
Abstract
We consider an infinite sequence of rooted trees naturally emerging in a number-theoretical context. We advance some ideas on its structure by discussing some elementary properties. Some of those properties are shown to be related to classical results or conjectures in number theory.File in questo prodotto:
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Aritmetica2.pdf
Open Access dal 11/03/2026
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