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Academia Arena
学术争鸣
ISSN 1553-992X (print); ISSN
2158-771X (online),
doi prefix: 10.7537, Monthly
Volume 8 - Special
Issue 3 (Supplement Issue 3), April
27, 2016
Cover
Page, Introduction, Contents, Call for
Papers, All papers in one file
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CONTENTS
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No. |
Titles /
Authors /Abstracts |
Full Text |
No. |
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1 |
Jiang’s function
 in
prime distribution
Jiang Chunxuan (蒋春暄)
Institute for Basic
Research, Palm Harbor, FL34682-1577, USA
And: P. O. Box 3924,
Beijing 100854, China (蒋春暄，北京3924信箱，100854)
jiangchunxuan@sohu.com,
cxjiang@mail.bcf.net.cn,
jcxuan@sina.com,
Jiangchunxuan@vip.sohu.com,
jcxxxx@163.com
Abstract:
We define that prime
equations
（5）
are polynomials (with
integer coefficients) irreducible over integers, where  are all prime.
If Jiang’s function  then
（5）has
finite prime solutions. If  then there are
infinitely many primes such that  are primes.
We obtain a unite prime formula in prime distribution
（8）
Jiang’s function is
accurate sieve function. Using Jiang’s function we prove
about 600 prime theorems [6]. Jiang’s function provides
proofs of the prime theorems which are simple enough to
understand and accurate enough to be useful.
[Jiang Chunxuan (蒋春暄).
Jiang’s
function
 in
prime distribution.
Academ Arena
2016;8(3s):1-283].
(ISSN 1553-992X).
http://www.sciencepub.net/academia.
1. doi:10.7537/marsaaj0803s16.01.
Keywords:
Automorphic Function;
Fermat’s Last Theorem; exponent; Jiang Chunxuan |
Full Text |
1 |
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