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[Academ Arena 2016;8(6):1-4]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 1.

 Withdrawn

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Fair hearing in the new Code of Criminal Procedure

Hossein Hayavi, Hadi Razi Poor, Sadegh Fatili, Fazel Sendi

Department of Law, Persian Gulf International Branch, Islamic Azad University, Khorramshahr, Iran

Abstract: This paper reviews the achievements and innovations of the new law, it reviewed the terms of the offer. Due to the extensive study, it will follow in a few episodes. Due to the extensive discussion of this study, it was five seasons in the lift. The first chapter, an overview of the research were studied, studied literature will be the second season. The third chapter is devoted to the international standards of fair trial Yaft. dr the fourth quarter to review the achievements and innovations of the new Code of Criminal Procedure and finally in the fifth chapter is dedicated to the discussion and conclusions.

[Hossein Hayavi, Hadi Razi Poor, Sadegh Fatili, Fazel Sendi. Fair hearing in the new Code of Criminal Procedure. Academ Arena 2016;8(6):5-11]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 2. doi:10.7537/marsaaj080616.02.

Key words: justice, due process, rules and nature of the proceedings, the new Code of Criminal Procedure

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Sum Of Forces In A Force - A work in the conclusion of Fermat's  last theorem and in Beal's conjecture.

Kritikos Nikolaos

Mathematiker And Philosopfer, 70 Years Old

kritiknick@gmail.com

Abstract: If Α^Χ+Β^Y=C^Ζ, where A, B, C, X, Y, Z. positive integers and X, Y, Z are all greater than 2, then A, B and C must have a common factor.

[Kritikos Nikolaos. Sum Of Forces In A Force A work in the conclusion of Fermat's  last theorem and in Beal's conjecture. Academ Arena 2016;8(6):12-14]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 3. doi:10.7537/marsaaj080616.03.

Keywords: Sum; Forces; Force; Fermat's  last theorem; Beal's conjecture.

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张崇安非介质波到施郁说量子电磁波（5）----话说引力分形卡西米尔链之旅

曾富

Recommended: 王德奎, y-tx@163.com; 张洞生 (Zhang Dongsheng), ZDS@Outlook.com

Abstract: 爱因斯坦的广义相对论引力方程形式，本来是已经把宏观的广义相对论和微观的量子力学及场论统一了起来的。但关键是对其中的里奇张量的计算，出现爱因斯坦和彭罗斯两大学派。而里奇张量概念创立，从里奇到爱因斯坦，再到彭罗斯，他们都仅是用黎曼张量的矢量，在暗示有收缩，但并不能直接解释圆周运动“小组织带动大组织”，在超距之间的量子信息隐形传输，和力的拉或收效应。爱因斯坦学派是国际最大的主流之一，包括国内外的反相反量反中医者所持的模型。陈雁北和范锡龙教授对此学派的解读是：爱因斯坦1916年预言的引力波存在，是发现他的方程有一组解和电磁波的性质类似，以光速传播。而广义相对论中的时空几何，会让本来速度彼此平行的自由下落物体，彼此接近或者远离，像牛顿引力中的苹果落地一样。广义相对论中的弯曲几何，也可以用苹果解释：在苹果的表面画一些起初平行的曲线，以同样的初速度从这些平行曲线出发，那么根据平行曲线的位置和走向不同会彼此靠近（正曲率），有的会彼此远离（负曲率）。而要想再了解引力波所对应的时空几何，就需要把光滑的苹果变成粗糙的橘子。

[曾富. 张崇安非介质波到施郁说量子电磁波（5）----话说引力分形卡西米尔链之旅. Academ Arena 2016;8(6):15-26]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 4. doi:10.7537/marsaaj080616.04.

Keywords: 爱因斯坦; 广义相对论; 引力方程; 量子力学; 场论

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Chunxuan Jiang—A Tragic Chinese Mathematician

This article is written by professor Zhenghai Song

Recommended by: 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: Chunxuan Jiang is a tragic mathematician in the history of modern mathematics. In China Jiang’s work was completely repelled and been considered as pseudoscience. Jiang dedicates his work to Alma Mater (Beihang University) and China which rejected. This article describes some achievements claimed by Jiang himself, which has not been acknowledged.  Jiang took great interest in number theory and has been dedicated to the study of it in his spare time since 1973. He paid much attention to communicate with mathematicians both home and abroad. Through his 30 years’ hard work, he achieved remarkable achievements in number theory, successfully solving several well-acknowledged tough mathematical problems using new mathematical methods: (1) Extended trigonometric function to prove the Fermat's Last Theorem; (2) Finding the Jiang’s function Jn(ω) which reveals the nature of distribution of the prime number, thus proving the Goldbach Conjecture; (3) Denied the Riemann hypothesis; (4) developed the Isonumber theory and established mathematic system of Isonumber.

[Zhenghai Song. Chunxuan Jiang—A Tragic Chinese Mathematician. Academ Arena 2016;8(6):27-30]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 5. doi:10.7537/marsaaj080616.05.

Keywords: Chunxuan Jiang; mathematician; history; problem; methods; extended trigonometric function; Fermat's Last Theorem; Goldbach Conjecture; Riemann hypothesis; mathematic system of Isonumber

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Gaps Among Products of m Primes

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 gaps among products of  prime: infinitely-often,

where  denotes the th prime.

[Jiang, Chun-Xuan (蒋春暄). Gaps Among Products of m Primes. Academ Arena 2016;8(6):31-34]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 6. doi:10.7537/marsaaj080616.06.

Keywords: Gaps; Products; m Primes; Jiang

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Riemann Paper(1859) Is False

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: In 1859 Riemann defined the zeta function . From Gamma function he derived the zeta function with Gamma function .  and are the two different functions. It is false that  replaces . After him later mathematicians put forward Riemann hypothesis(RH) which is false. The Jiang function  can replace RH. AMS  mathematics subject classification: Primary 11M26.

[Jiang, Chun-Xuan (蒋春暄). Riemann Paper(1859) Is False. Academ Arena 2016;8(6):35-39]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 7. doi:10.7537/marsaaj080616.07.

Keywords: Riemann; zeta function ; Gamma function; mathematician; Primary 11M26

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Santilli-Jiang Isomathematics for Changing Modern Mathematics.

Jiang, Chun-Xuan (蒋春暄)

Institute for Basic Research, Palm Harbor, FL 34682-1577, 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: 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 addition, subtraction, multiplication and division; middle school mathematics takes these four operations to a higher level; while university mathematics extends them to an even higher level. These four arithmetic operations form the foundation of modern mathematics.

[Jiang, Chun-Xuan (蒋春暄). Santilli-Jiang Isomathematics for Changing Modern Mathematics. Academ Arena 2016;8(6):40-43]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 8. doi:10.7537/marsaaj080616.08.

Keywords: Santilli-Jiang Isomathematics; Modern Mathematics; Jiang Chun-Xuan

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The Hardy-Littlewood prime k-tuple conjecture is false

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 Jiang prime -tuple theorem. We prove that the Hardy-Littlewood prime -tuple conjecture is false. Jiang prime -tuple theorem can replace the Hardy-Littlewood prime -tuple conjecture.

[Jiang, Chun-Xuan (蒋春暄). The Hardy-Littlewood prime k-tuple conjecture is false. Academ Arena 2016;8(6):44-48]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 9. doi:10.7537/marsaaj080616.09.

Keywords: Jiang function; prime -tuple theorem; Hardy-Littlewood prime; -tuple conjecture

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There are infinitely many prime triplets

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’s function we prove that there are infinitely many primes  such that  and  are primes. In studying Williams numbers Echi conjectures that there are infinitely many prime triplets  [1]. In this paper using Jiang’s function we prove this conjecture and find the best asymptotic formula for the number of primes .

[Jiang, Chun-Xuan (蒋春暄). There are infinitely many prime triplets . Academ Arena 2016;8(6):49-51]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 10. doi:10.7537/marsaaj080616.10.

Keywords: Jiang’s function; primes ; conjecture; asymptotic formula

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几个理论物理问题

李学生 (Li Xuesheng)

理论物理教师

xiandaiwulixue@21cn.com, 1922538071@qq.com

Abstract: This article describes 理论物理问题: I. 狭义相对论方面; Ⅱ、广义相对论与宇宙学方面; Ⅲ、广义相对论与电磁场综合问题; Ⅳ、狭义相对论与广义相对论的综合问题; Ⅴ、量子力学与量子场论问题; Ⅵ、相对论与量子力学之间的问题; Ⅶ、热学与光学问题; Ⅷ、电子的电磁质量问题; Ⅸ、统一场论问题; Ⅹ、经典力学方面。

[李学生. 几个理论物理问题. Academ Arena 2016;8(6):52-60]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 11. doi:10.7537/marsaaj080616.11.

Keywords: 狭义相对论;广义相对论; 宇宙学; 电磁场; 量子力学; 量子场论; 热学; 光学; 电子; 质量; 统一场论; 经典力学

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The New Prime theorems（341）-（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 theorems（341）-（390）. Academ Arena 2016;8(6):61-107]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 12. doi:10.7537/marsaaj080616.12.

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

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