对于奇数的第二类罗宾不等式的类比

IF 0.2 Q4 MATHEMATICS JP Journal of Algebra Number Theory and Applications Pub Date : 2022-02-17 DOI:10.17654/0972555522023

Yoshihiro Koya

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摘要

本文给出了罗宾不等式的一个变体，即对于任意奇数=≥3,f(=) =≤4w 2 log log = + 0.7399···log log =。

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AN ANALOGUE OF THE ROBIN INEQUALITY OF THE SECOND TYPE FOR ODD INTEGERS

In this paper we give a variant of the Robin inequality which states that f (=) = ≤ 4 W 2 log log = + 0.7399· · · log log = for any odd integer = ≥ 3.

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JP Journal of Algebra Number Theory and Applications MATHEMATICS-

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期刊介绍： The JP Journal of Algebra, Number Theory and Applications is a peer-reviewed international journal. Original research papers theoretical, computational or applied, in nature, in any branch of Algebra and Number Theory are considered by the JPANTA. Together with the core topics in these fields along with their interplay, the journal promotes contributions in Diophantine equations, Representation theory, and Cryptography. Realising the need of wide range of information for any emerging area of potential research, the journal encourages the submission of related survey articles as well.