### Proof of the Jie Bove Conjecture

#### Abstract

Abstract: In 1855, the mathematician Jie Bove proposed a primes distribution conjecture of small regional called Jie Bove conjecture. This article proposed and demonstrated the regional distribution theorem of primes and proved Jie Bove conjecture.

#### Keywords

#### Full Text:

PDF#### References

Manin, Y. I., & Panchishkin, A. A. (2006). *Introduction to modern number theory*. Beijing: Science Press.

Hua, L.-K. (1979). *An introduction to number theory*. Beijing: Science Press. (In Chinese).

Neukirch, J. (2007).* Algebraic number theory*. Beijing: Science Press.

Hua, L.-K., & Wang, Y. (1963). *Numerical integration and its appli-cation*. Beijing: Science Press.

Pan, C. D., & Pan, C. B. (1988). *The elementary proof of prime number theorem*. Shanghai: Shanghai Science and Technology Press. (In Chinese).

Lu, C. H. (2004). *The Riemann hypothesis*. Beijing: Ts-inghua University Press. (In Chinese).

Liu, D. (2013). Elementary discussion of the distribution of prime numbers. *Progress in Applied Mathematics, 5*(2), 6-10. Retrieved from http://www.cscanada.org

Liu, D., & Liu, J. F. (2013). Riemann hypothesis elementary discussion. *Progress in Applied Mathematics, 6*(1). Retrieved from http://www.cscanada.net

DOI: http://dx.doi.org/10.3968%2Fj.sms.1923845220130702.2936

### Refbacks

- There are currently no refbacks.

**Reminder**

If you have already registered in Journal A and plan to submit article(s) to Journal B, please click the **CATEGORIES**, or **JOURNALS A-Z **on the right side of the "**HOME**".

We only use three mailboxes as follows to deal with issues about paper acceptance, payment and submission of electronic versions of our journals to databases:**caooc@hotmail.com; sms@cscanada.net; sms@cscanada.org **

Copyright © 2010 **Canadian Research & Development Centre of Sciences and Cultures**

Address: 730, 77e AV, Laval, Quebec, H7V 4A8, Canada

Telephone: 1-514-558 6138

Http://www.cscanada.net

Http://www.cscanada.org

E-mail:caooc@hotmail.com