Sandor-Smarandache函数带有一个素数因子

Abdullah Al Kafi Majumdar, H. Gunarto, Abul Kalam Ziauddin Ahmed
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摘要

Sandor-Smarandache函数,用SS(n)表示,是一个新引入的smarandache型算术函数。本文主要研究函数SS(30p)、SS(60p)、SS(210p)、SS(420p)和SS(840p),其中p(≥2)为素数。最后,给出了用计算机计算出的前200个素数的SS(30p)、SS(60p)、SS(210p)和SS(420p)的值。科学通报46(1);65-73: 2022年6月
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Sandor-Smarandache function with a prime factor
The Sandor-Smarandache function, denoted by SS(n), is a newly-introduced Smarandache-type arithmetic function. This paper focuses on the functions SS(30p), SS(60p), SS(210p), SS(420p) and SS(840p), where p ( ≥2) is a prime. At the end of the paper, four tables, giving the values of SS(30p), SS(60p), SS(210p) and SS(420p) for the first 200 primes, calculated on a computer, are given. J. Bangladesh Acad. Sci. 46(1); 65-73: June 2022
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