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新黑洞理论之6

==用作者「新黑洞理論」建立了新的正确优越的「宇宙黑洞模型」，可取代有诸多错误的「大爆炸標準宇宙模型」==

==本文摘录改编自拙作《黑洞宇宙学概论^[4]》==

张洞生

zds@outlook.com

Abstract: 卡尔·波普尔：「人们尽可以把科学的历史看作发现理论、摒弃错了的理论并以更好的理论取而代之的历史。」爱因斯坦：「真正伟大和富有灵性的东西只能由工作在自由之中的个人所创造。」 本章的目的在于，用建立在作者「新黑洞理论」基础上的「宇宙黑洞模型」与「大爆炸標準宇宙模型」作比较，论证‘前者’的正确性和‘后者’的诸多错误，从而建议学者们用正确的完好的「宇宙黑洞模型」，以取代过时的错误很多的「大爆炸標準宇宙模型」.

[张洞生. 新黑洞理论之6 ==用作者「新黑洞理論」建立了新的正确优越的「宇宙黑洞模型」，可取代有诸多错误的「大爆炸標準宇宙模型」==. Academ Arena 2017;9(5):1-5]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 1. doi:10.7537/marsaaj090517.01.

Keywords: 卡尔·波普尔; 科学; 理论; 历史; 黑洞; 大爆炸; 宇宙; 模型」

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评赤壁量子能谱应用热研讨

----非线性暗物质量子研究与应用（2）

梁子章

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

摘要：量子能谱物理学迎来非线性暗物质量子研究与应用革命时刻，赤壁第八届量子信息研讨会虽然对量子技术产品成分保密是囧事，但联系国内多年对显物质与暗物质原子量子镶嵌纠缠科学原理等的补充研究，如果利用量子比特作为信息载体传输技术平台的星地里奇张量量子引力通信是成功的，就说明它与量子计算机可以不分离，同时和“量子色动纠缠引力信息传输智能手机”可结合使用。运用黑箱分析的方法，设置的“量子色动纠缠引力信息传输智能手机”模型，能否揭秘提取非线性暗物质量子能源的研究与应用，将照亮21世纪？

[梁子章. 评赤壁量子能谱应用热研讨----非线性暗物质量子研究与应用（2）. Academ Arena 2017;9(5):6-25]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 2. doi:10.7537/marsaaj090517.02.

关键词：量子纠缠  暗物质镶嵌 里奇张量 量子引力

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Role of women in Pnachayati Raj after 73^rd Amendment: A study in district Kurukshetra of Haryana, India

¹Dr. Ashok Kumar Yadav and ²Mrs. Madhu

¹Associate Professor, Department of Political Science, Govt. P.G. Collage, Mahendergarh-123001, Haryana (India)

²Research Scholar, Department of Political Science, Singhania University, Pacheri Bari, Jhunjhnu-333515, Rajasthan, India

Email: madhuindora@yahoo.com

Abstract: To record Role of women in Pnachayati Raj after 73^rd Amendment the present study was planned in Dhanipur (Pehowa), Fatehpur (Thanesar) and Salimpur (Shahabad) village of district Kurukshetra, Haryana (India). For the above study 50-50 women in each village were interviewed.  In present study 50 interviewed were more adult, i.e., 66% in Salimpur village, 62% in Dhanipur village and 56% in Fatehpur village. Also in present study old age female are more in number, i.e., 12% in Fatehpur village and finally 10% in Dhanipur village and least in number (6%) in Salimpur village. In present study the interviewed female belongs to 56% general category, 24% other backward category and 20% schedule caste category in village Fatehpur;  46% general category, 28% other backward category and 26% schedule caste category in village Salimpur and 44% general category, 30% other backward category and 26% schedule caste category in village Dhanipur. In present study educational qualification of interviewed female is also observed. In village Dhanipur more women’s were secondary (40%), post graduate (22%), graduate (20%), senior secondary (6%) and others (4%). In villages Fatehpur educational qualification of interview female was secondary (34%), senior secondary (28%), graduate (26%), post graduate (10%) and illiterate (6%). Also in village Salimpur educational qualification of interview female was secondary (30%), senior secondary (22%), graduate (18%), post graduate (14%) and illiterate (4%). In present study the family income source of interviewed female were also observed. Maximum house women observed, i.e., 48% in village Salimpur, 38% in village Fatehpur and 36% in village Dhanipur; agricultural income source of family i.e., 22% in village Salimpur, 42% in village Fatehpur and 38% in village Dhanipur, government employee income source i.e., 14% in village Salimpur, 4% in village Fatehpur and 6% in village Dhanipur and non government employee income source i.e., 16% in village Salimpur, 10% in village Fatehpur and 14% in village Dhanipur. In the present study, women awareness about 73^rd  amendment and Panchayati were also observed. The awareness about 73^rd  amendment were observed maximum 16% in village Fatehpur, 12% in village Salimpur and 10% in village Dhanipur; income source of Panchayati raj maximum 30% in village Dhanipur, 28% in village Salimpur and least 16% in village Fatehpur; knowledge of work and power of Panchayati raj were observed maximum 30% in village Fatehpur, 16% in village Dhanipur and 6% in village Salimpur; knowledge of position of female in Panchayati raj were maximum 14% in village Dhanipur and salimpur and least 10% in village Fatehpur; knowledge of reservation of women in Panchayati raj, assemble, parliament and rajysabha were observed maximum 16% in village Salimpur and dhanipur and least 4% in village Fatehpur; knowledge of women empowerment were observed maximum 18% in village Fatehpur, 12% in village Salimpur and least 6% in village Dhanipur. In the present study out 50 interviewed women’s participated as 80% women as voter, 18% women’s with political parties, 0% women’s as movement and only 2% women’s   as candidate in election of Panchayati Raj in village Salimpur. Also in village Fatehpur, out 50 interviewed women’s participated as 78% women as voter, 4% women’s with political parties, 16% women’s as movement and only 2% women’s   as candidate in election of Panchayati Raj. Also out 50 interviewed women’s participated as 70% women as voter, 20% women’s with political parties, 8% women’s as movement and only 2% women’s   as candidate in election of Panchayati Raj in village Dhanipur.

[Ashok Kumar Yadav and Madhu. Role of women in Pnachayati Raj after 73^rd Amendment: A study in district Kurukshetra of Haryana, India. Academ Arena 2017;9(5):26-33]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 3. doi:10.7537/marsaaj090517.03.

Keywords: Haryana, Kurukshetra, Women’s, Panchayati Raj, 73^rd Amendment, India

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The New Prime theorems（691）-（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 theorems（691）-（740）. Academ Arena 2017;9(5):34-86]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 4. doi:10.7537/marsaaj090517.04.

Keywords: new; prime theorem; Jiang Chunxuan

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量子技术应用荣辱思维初探 ----非线性暗物质原子量子研究与应用

梁子章

Recommended: 王德奎 y-tx@163.com

摘要：南春波是武华文的顾问，不是对手；武华文南下，是严谷良推荐给赤壁的，不是竞争走的，此说逼出的新意是他们也有类似的“量子叠加”性。如果说白炽灯照亮20世纪，LED灯将照亮21世纪，那么武华文的“永久不充电固体量子电池”结合LED灯，能否揭秘提取非线性暗物质原子量子能源的“量子纠缠电池电灯”，会是下一场量子灯革命，而不是一阵热风呢？

[梁子章. 量子技术应用荣辱思维初探 ----非线性暗物质原子量子研究与应用. Academ Arena 2017;9(5):87-110]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 5. doi:10.7537/marsaaj090517.05.

关键词：荣辱思维 藏数论 量子灯 点内空间 贝里洞

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Principles and Rules Governing the Construction of the Kernel Functions in Support Vector Machine

Orazanbox

orazanbox@gmail.com

Abstract: Support Vector Machine (svm) is a favorable method for categorizing different types of data. The main problem with this method is significant decrease of classification speed against increase in the problem magnitudes, that the magnitude of the problem is positively correlative to the number of the support vectors. Thus changing, selecting, or modifying the Kernel function can account for a part of this speed reduction, and pave the way of solving the problem. In this article, we introduce the common kernel functions and kernels derived from orthogonal polynomials, and investigate the principles and rules governing the construction of the kernels.

[Orazanbox. Principles and Rules Governing the Construction of the Kernel Functions in Support Vector Machine. Academ Arena 2017;9(5):111-115]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 6. doi:10.7537/marsaaj090517.06.

Keywords: support vector machine, categorization, kernel function

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There are finite Fermat primes

Chun-Xuan Jiang

P. O. Box 3924, Beijing 100854, P. R. China. jcxuan@sina.com

Abstract: Using Jiang function we prove the finite Fermat primes.

[Chun-Xuan Jiang. There are finite Fermat primes. Academ Arena 2017;9(5):116-117]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 7. doi:10.7537/marsaaj090517.07.

Keywords: prime; theorem; function; number; new

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There are finite Mersenne primes and There are finite repunits primes

Chun-Xuan Jiang

P. O. Box 3924, Beijing 100854, P. R. China

jcxuan@sina.com

Abstract: Using Jiang function we prove the finite Mersenne primes and the finite repunits primes.

[Chun-Xuan Jiang. There are finite Mersenne primes and There are finite repunits primes. Academ Arena 2017;9(5):118-119]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 8. doi:10.7537/marsaaj090517.08

Keywords: prime; theorem; function; number; new

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The New Prime theorem（11）

Chun-Xuan Jiang

P. O. Box 3924, Beijing 100854, P. R. China.

jiangchunxuan@vip.sohu.com

Abstract: Using Jiang function we prove that  has infinitely many prime solutions.

[Chun-Xuan Jiang. The New Prime theorem（11）. Academ Arena 2017;9(5):120-121]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 9. doi:10.7537/marsaaj090517.09.

Keywords: prime; theorem; function; number; new

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The New Prime theorem（12）

Chun-Xuan Jiang

P. O. Box 3924, Beijing 100854, P. R. China

jiangchunxuan@vip.sohu.com

Abstract: Using Jiang function we prove that  has infinitely many prime solutions.

[Chun-Xuan Jiang. The New Prime theorem（12）. Academ Arena 2017;9(5):122-123]. ISSN 1553-992X (print); ISSN 2158-771X (online). http://www.sciencepub.net/academia. 10. doi:10.7537/marsaaj090517.10

Keywords: prime; theorem; function; number; new

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