Polignac's conjecture: Derivation of a Mathematical Formula cnXiv    by Jian Hu,

波利尼亚克猜想：数学表达式的一个推导 cnxiv  作者：胡坚 

Abstract: With using the segmented Eratosthenes' sieve approach, a definite mathematical formula describing Polignac's conjecture, p_(k+1)=p_k+2h, is deduced from a newly uncovered unusual distribution of prime numbers in the p_k~l_k plot (l_k is the segment length and p_k the prime number), where the parameter h is a positive integer unique to prime numbers. Validity of the said formula is proved by mathematical induction.

Keywords: number theory, Polignac's conjecture, sieve of Eratosthenes, formula.

[2] How and why ...Statistics  cnXiv: 2020100101  [PDF]   167 pages

How and Why...Statistics          by Charles Cheng Xia 

This book is focus on description of data and analysis of data with help you understand and learn exactly what you need to know about statistical ideas and techniques, fundamental formulas and calculations and statistical core topics in scope of applications.

The book includes more than forty examples in explanation and/or illustration, step by step, to let you understand or have ideas to understand on how and why the statistic formula and calculation be applied.

cnXiv.org 以科技信息服务为中心的国际互联网站，为广大科技工作者和爱好者提供其作品或文章或论文的发表场所。

网站方针: 百花齐放，百家争鸣；探索自然，实事求是。

     本站优势－－多快好省：

• 多: 面广人多是网络的特点，论文或文章将在利用国际网络搜索服务器上占据优势；

• 快: 发表时间最快，第一时间使您的论文或成果得以公开发表，在版权上占据优势；

• 好: 重信誉讲质量，全程跟踪服务；

• 省: 酌情收费或免费。