高级检索

 作者：Jiang Chunxuan 来源：[J].1985, Vol.5 (3), pp.243-260
 作者：Jiang Chunxuan 来源：[J].1988, Vol.8 (2), pp.133-144
 作者：Jiang Chunxuan , Wang Ning 来源：[J].1989, Vol.9 (1), pp.93-107
 作者：Chun-Xuan Jiang 来源：[J].Academia Arena, 2016, Vol.8 (1s) 摘要：Using Jiang function we are able to prove almost all prime problems in prime distribution. This is the Book proof. No mathematicians study prime problems and prove Riemann hypothesis. In this paper using Jiang function J2（ω） we prove that the new prime t
 作者：Chun-Xuan Jiang 来源：[J].Academia Arena, 2016, Vol.8 (1s) 摘要：Using Jiang function we are able to prove almost all prime problems in prime distribution. This is the Book proof. No great mathematicians study prime problems and prove Riemann hypothesis in AIM, CLAYMI, IAS, THES, MPIM, MSRI. In this paper using Jiang f
 作者：Chun-Xuan Jiang 来源：[J].Academia Arena, 2016, Vol.8 (1s) 摘要：Using Jiang function we are able to prove almost all prime problems in prime distribution. This is the Book proof. No great mathematicians study prime problems and prove Riemann hypothesis in AIM, CLAYMI, IAS, THES, MPIM, MSRI. In this paper using Jiang f
 作者：Chun-Xuan Jiang 来源：[J].Academia Arena, 2016, Vol.8 (1s) 摘要：Using Jiang function we are able to prove almost all prime problems in prime distribution. This is the Book proof. In this paper using Jiang function J2（ω）we prove that the new prime theorems (491)-（540) contain infinitely many prime solutions and no pri
 作者：Chun-Xuan Jiang 来源：[J].Academia Arena, 2016, Vol.8 (1s) 摘要：Using Jiang function we are able to prove almost all prime problems in prime distribution. This is the Book proof. No great mathematicians study prime problems and prove Riemann hypothesis in AIM, CLAYMI, IAS, THES, MPIM, MSRI. In this paper using Jiang f
 作者：Chun-Xuan Jiang 来源：[J].Academia Arena, 2016, Vol.8 (1s) 摘要：Using Jiang function J2（ω）we prove that the new prime theorems (241)-（290) contain infinitely many prime solutions and no prime solutions.
 作者：Chun-Xuan Jiang 来源：[J].Academia Arena, 2016, Vol.8 (1s) 摘要：Using Jiang function J2（ω） we prove that the new prime theorems (291)-（340) contain infinitely many prime solutions and no prime solutions.