作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (02s)马斯兰德出版社 摘要：Using Jiang function we prove that for every positive integer K there exist infinitely many primes P such that each of P5+4n is prime.
 作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (02s)马斯兰德出版社 摘要：Using Jiang function we prove that for every positive integer K there exist infinitely many primes P such that each of P3+（2j）2 is prime.
 作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (9)马斯兰德出版社 摘要：Using Jiang function we prove for any k there are infinitely many primes P such that each of P3+ (2j ) 2 is a prime
 作者：蒋春暄Jiang , Chun-Xuan 来源：[J].Academia Arena, 2016, Vol.8 (6)马斯兰德出版社 摘要：The establishment of isomathematics, as proposed by Santilli thirty years ago in the USA, and contributed to by Jiang Chun-Xuan in China during the past 12 years, is significant and has changed the modern mathematics. At present, primary school mathematics consists of simple addi...
 作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (9)马斯兰德出版社 摘要：In this paper we study the factorization theorem of circulant determinants. We prove that Fermat equation is the subset of circulant determinant and every factor of n has a Fermat equation. On Oct. 25, 1991 without using any number theory we have proved Fermat last theorem.
 作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (9)马斯兰德出版社 摘要：Using Jiang function we prove for any k there are infinitely many primes P such that each of P3+ 4n (n= 1,... ,k )  is a prime.
 作者：蒋春暄Jiang , Chun-Xuan 来源：[J].Academia Arena, 2016, Vol.8 (5)马斯兰德出版社 摘要：In 1637 Fermat wrote: “It is impossible to separate a cube into two cubes, or a biquadrate into two biquadrates, or in general any power higher than the second into powers of like degree: I have discovered a truly marvelous proof, which this margin is too small to contain.” ...
 作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (02s)马斯兰德出版社 摘要：Using Jiang function we prove that P,P15+j（j+1）（j=1,…，12）contain no prime solutions.
 作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (9)马斯兰德出版社 摘要：Using Jiang function we prove for any k there are infinitely many primes P such that each of P5+j (j+1 ) is a prime.
 作者：蒋春暄Jiang , Chunxuan 来源：[J].Academia Arena, 2016, Vol.8 (02s)马斯兰德出版社 摘要：Using Jiang function we prove that for every positive integer K there exist infinitely many primes P such that each of jP5+j+1 is prime.