About the theorem that partially solves the Navarrete–Orellana Conjecture
Published: 10 June 2022
Notes on Number Theory and Discrete Mathematics , Volume 28; https://doi.org/10.7546/nntdm.2022.28.2.302-317
Abstract: The Navarrete–Orellana Conjecture states that “given a large prime number a sequence is generated, in such a way that all odd prime numbers, except the given prime, are fixed points of that sequence”. In this work, we formulated a theorem that partially confirms the veracity of this conjecture, more specifically, all prime numbers of a given line segment are fixed points of this sequence.
Keywords: Conjecture / theorem that partially / Orellana / Navarrete / segment / veracity / partially solves
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