[an error occurred while processing this directive]

 

 

Science Journal

 

Academia Arena

 学术争鸣

ISSN 1553-992X (print); ISSN 2158-771X (online), doi:10.7537/marsaaj, Monthly

Volume 8 - Special Issue 1 (Supplement Issue 1), March 25, 2016

Cover Page, Introduction, Contents, Call for Papers, All papers in one file

 

You can use the message in end of the article abstract to cite it.

For Microsoft Document (doc file): After you open the "Full Text" for each article, change the last 3 characters of the web address from .pdf to .doc (or docx)

Welcome to send your manuscript(s) to: editor@sciencepub.net.

CONTENTS  

No.

Titles / Authors /Abstracts

Full Text

No.

1

The New Prime theorems241-290

 

Jiang, Chun-Xuan (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: Using Jiang function  we prove that the new prime theorems (241)-290) contain infinitely many prime solutions and no prime solutions.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems241-290. Academ Arena 2016;8(1s): 1-46]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 1.

doi:10.7537/marsaaj0801s16.01

 

Keywords: new; prime; theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

1

2

The New Prime theorems291-340

 

Jiang, Chun-Xuan (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: Using Jiang function  we prove that the new prime theorems (291)-340) contain infinitely many prime solutions and no prime solutions.

[Chun-Xuan Jiang. The New Prime theorems291-340. Academ Arena 2016;8(1s): 47-93]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 2.

doi:10.7537/marsaaj0801s16.02

 

Keywords: new; prime; theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

2

3

The New Prime theorems341-390

 

Jiang, Chun-Xuan (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: Using Jiang function  we prove that the new prime theorems (341)-390) contain infinitely many prime solutions and no prime solutions.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems341-390. Academ Arena 2016;8(1s): 94-140]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 3.

doi:10.7537/marsaaj0801s16.03

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science

Full Text

3

4

The New Prime theorems391-440

 

Jiang, Chun-Xuan (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: Using Jiang function  we prove that the new prime theorems (341)-390) contain infinitely many prime solutions and no prime solutions. Analytic and combinatorial number theory (August 29-September 3, ICM2010) is a conjecture. The sieve methods and circle method are outdated methods which cannot prove twin prime conjecture and Goldbach’s conjecture. The papers of Goldston-Pintz-Yildirim and Green-Tao are based on the Hardy-Littlewood prime k-tuple conjecture (1923). But the Hardy-Littlewood prime k-tuple conjecture is false: (http://www.wbabin.net/math/xuan77.pdf) (http://vixra.org/pdf/1003.0234v1.pdf). Mathematicians do not speak advanced mathematical papers in ICM2010. ICM2010 is lower congress.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems391-440. Academ Arena 2016;8(1s): 141-193]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 4.

doi:10.7537/marsaaj0801s16.04

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

4

5

The New Prime theorems441-490

 

Jiang, Chun-Xuan (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: 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  we prove that the new prime theorems (441)-490) contain infinitely many prime solutions and no prime solutions.From(6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems441-490. Academ Arena 2016;8(1s): 194-246]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 5.

doi:10.7537/marsaaj0801s16.05

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

5

6

The New Prime theorems491-540

 

Jiang, Chun-Xuan (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: 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  we prove that the new prime theorems (491)-540) contain infinitely many prime solutions and no prime solutions.From (6) we are able to find the smallest solution. . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems491-540. Academ Arena 2016;8(1s): 247-300]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 6.

doi:10.7537/marsaaj0801s16.06

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

6

7

The New Prime theorems541-590

 

Jiang, Chun-Xuan (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: Using Jiang function we are able to prove almost all prime problems in prime distribution. This is the Book proof.No mathematicians study prime oroblems. In this paper using Jiang function  we prove that the new prime theorems (541)-590) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems541-590. Academ Arena 2016;8(1s): 301-353]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 7.

doi:10.7537/marsaaj0801s16.07

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

7

8

The New Prime theorems591-640

 

Jiang, Chun-Xuan (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: 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  we prove that the new prime theorems (591)-640) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem. 这开创新的素数理论新时代, 将产生一大批数学家。

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems591-640. Academ Arena 2016;8(1s): 354-408 (ISSN 1553-992X). http://www.sciencepub.net/academia. 8.

doi:10.7537/marsaaj0801s16.08

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

8

9

The New Prime theorems641-690

 

Jiang, Chun-Xuan (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: 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 this paper using Jiang function  we prove that the new prime theorems (641)-690) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems641-690. Academ Arena 2016;8(1s): 409-462]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 9.

doi:10.7537/marsaaj0801s16.09

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

9

10

The New Prime theorems691-740

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (691)-740) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems691-740. Academ Arena 2016;8(1s): 463-516]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 10.

doi:10.7537/marsaaj0801s16.10

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

10

11

The New Prime theorems741-790

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (741)-790) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems741-790. Academ Arena 2016;8(1s): 517-571]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 11.

doi:10.7537/marsaaj0801s16.11

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

11

12

The New Prime theorems791-840

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (791)-840) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems791-840. Academ Arena 2016;8(1s): 572-626]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 12.

doi:10.7537/marsaaj0801s16.12

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

12

13

The New Prime theorems841-890

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (841)-890) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems841-890. Academ Arena 2016;8(1s): 627-697]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 13.

doi:10.7537/marsaaj0801s16.13

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

13

14

The New Prime theorems891-940

 

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: 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 function  we prove that the new prime theorems (891)-940) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang Chunxuan (蒋春暄). The New Prime theorems891-940. Academ Arena 2016;8(1s): 698-780]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 14.

doi:10.7537/marsaaj0801s16.14

 

Keywords: new; prime theorem; Jiang Chunxuan

Full Text

14

15

The New Prime theorems941-990

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (941)-990) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems941-990. Academ Arena 2016;8(1s): 781-834]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 15.

doi:10.7537/marsaaj0801s16.15

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

15

16

The New Prime theorems991-1040

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (991)-1040) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems991-1040. Academ Arena 2016;8(1s): 835-904]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 16.

doi:10.7537/marsaaj0801s16.16

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

16

17

The New Prime theorems1041-1090

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (1041)-1090) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems1041-1090. Academ Arena 2016;8(1s): 905-975]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 17.

doi:10.7537/marsaaj0801s16.17

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

17

18

The New Prime theorems (1091)—(1140

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (1091)-(1140) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1091)—(1140. Academ Arena 2016;8(1s): 976-1057]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 18.

doi:10.7537/marsaaj0801s16.18

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

18

19

The New Prime theorems (1141)—(1190

 

Jiang, Chun-Xuan (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: 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 function  we prove that the new prime theorems (1141)-(1190) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1141)—(1190. Academ Arena 2016;8(1s): 1058-1135]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 19.

doi:10.7537/marsaaj0801s16.19

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

19

20

The New Prime theorems (1191)—(1240

 

Jiang, Chun-Xuan (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 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, CLAYMA, IAS, THES, MPIM, MSRI. In this paper using Jiang function  we prove that the new prime theorems (1191)-(1240) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1191)—(1240. Academ Arena 2016;8(1s): 1136-1203]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 20.

doi:10.7537/marsaaj0801s16.20

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

20

21

The New Prime theorems (1241)—(1290

 

Jiang, Chun-Xuan (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: 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, CLAYMA, IAS, THES, MPIM, MSRI. In this paper using Jiang function  we prove that the new prime theorems (1241)-(1290) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1241)—(1290. Academ Arena 2016;8(1s): 1204-1284]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 21.

doi:10.7537/marsaaj0801s16.21

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

21

22

The New Prime theorems (1291)—(1340

 

Jiang, Chun-Xuan (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: 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, CLAYMA, IAS, THES, MPIM, MSRI. In this paper using Jiang function  we prove that the new prime theorems (1291)-(1340) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1291)—(1340. Academ Arena 2016;8(1s): 1285-1366]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 22.

doi:10.7537/marsaaj0801s16.22

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

22

23

The New Prime theorems (1341)—(1390

 

Jiang, Chun-Xuan (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: 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, CLAYMA, IAS, THES, MPIM, MSRI. Recently<Annals of Mathematics> publish the many false papers of the prime numbers to see P52-53. In this paper using Jiang function  we prove that the new prime theorems (1341)-(1390) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1341)—(1390. Academ Arena 2016;8(1s): 1367-1447]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 23.

doi:10.7537/marsaaj0801s16.23

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

23

24

The New Prime theorems (1391)—(1440

 

Jiang, Chun-Xuan (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: 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, CLAYMA, IAS, THES, MPIM, MSRI. Recently<Annals of Mathematics> publish the many false papers of the prime numbers to see P52-53. In this paper using Jiang function we prove that the new prime theorems (1391)-(1440) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution. This is the Book theorem.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1391)—(1440. Academ Arena 2016;8(1s): 1448-1477]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 24.

doi:10.7537/marsaaj0801s16.24

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

24

25

The New Prime theorems (1441)—(1490

 

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: 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, CLAYMA, IAS, THES, MPIM, MSRI. Recently<Annals of Mathematics> publishes the many false papers of the prime numbers to see P52-53. In this paper using Jiang function  we prove that the new prime theorems (1441)-(1490) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem. Institute for advanced study was the undisputed Mecca of the Riemann hypothesis, now no existence.

[Jiang, Chunxuan (蒋春暄). The New Prime theorems (1441)—(1490. Academ Arena 2016;8(1s):1478-1558]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 25.

doi:10.7537/marsaaj0801s16.25

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

25

26

The New Prime theorems (1491)—(1540

 

Jiang, Chun-Xuan (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: 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, CLAYMA, IAS, THES, MPIM, MSRI. Recently<Annals of Mathematics> publishes the many false papers of the prime numbers to see P52-53. In this paper using Jiang function  we prove that the new prime theorems (1491)-(1540) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem. Institute for advanced study was the undisputed Mecca of the Riemann hypothesis, now no existence.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1491)—(1540. Academ Arena 2016;8(1s):1559-1639]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 26.

doi:10.7537/marsaaj0801s16.26

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

26

27

The New Prime theorems (1541)—(1590

 

Jiang, Chun-Xuan (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: 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, CLAYMA, IAS, THES, MPIM, MSRI. Recently<Annals of Mathematics> publishes the many false papers of the prime numbers to see P52-53. In this paper using Jiang function  we prove that the new prime theorems (1541)-(1590) contain infinitely many prime solutions and no prime solutions. From (6) we are able to find the smallest solution . This is the Book theorem. Institute for advanced study was the undisputed Mecca of the Riemann hypothesis, now no existence.

[Jiang, Chun-Xuan (蒋春暄). The New Prime theorems (1541)—(1590. Academ Arena 2016;8(1s):1640-1728]. (ISSN 1553-992X). http://www.sciencepub.net/academia. 27.

doi:10.7537/marsaaj0801s16.27

 

Keywords: new; prime theorem; Jiang Chunxuan; mathematics; science; number; function

Full Text

27

The articles in this issue are presented as online first for peer-review starting from February 25, 2016. 

All comments are welcome: editor@sciencepub.net

For back issues of the Academia Arena, click here.

Emails: editor@sciencepub.net; sciencepub@gmail.com

Website: http://www.sciencepub.net/academia  

[an error occurred while processing this directive]

 

Marsland Press: http://www.sciencepub.net

 

doi:

doi:10.7537/marsaaj0801s16.01

doi:10.7537/marsaaj0801s16.02

doi:10.7537/marsaaj0801s16.03

doi:10.7537/marsaaj0801s16.04

doi:10.7537/marsaaj0801s16.05

doi:10.7537/marsaaj0801s16.06

doi:10.7537/marsaaj0801s16.07

doi:10.7537/marsaaj0801s16.08

doi:10.7537/marsaaj0801s16.09

doi:10.7537/marsaaj0801s16.10

doi:10.7537/marsaaj0801s16.11

doi:10.7537/marsaaj0801s16.12

doi:10.7537/marsaaj0801s16.13

doi:10.7537/marsaaj0801s16.14

doi:10.7537/marsaaj0801s16.15

doi:10.7537/marsaaj0801s16.16

doi:10.7537/marsaaj0801s16.17

doi:10.7537/marsaaj0801s16.18

doi:10.7537/marsaaj0801s16.19

doi:10.7537/marsaaj0801s16.20

doi:10.7537/marsaaj0801s16.21

doi:10.7537/marsaaj0801s16.22

doi:10.7537/marsaaj0801s16.23

doi:10.7537/marsaaj0801s16.24

doi:10.7537/marsaaj0801s16.25

doi:10.7537/marsaaj0801s16.26

doi:10.7537/marsaaj0801s16.27

 

Terms of Service  |  Privacy Policy  |

2016 Marsland Press