期刊文献+

规范场论哲学探究的核心——《规范场论的哲学探究》的总体思路

The Core of Philosophical Exploration of Normal Field Theory——The General Conceptual Outline of Philosophical Exploration of Normal Field Theory
下载PDF
导出
摘要 (1)自然辩证法、分析的科学哲学和思辨哲学对于科学哲学都富有启发力。(2)规范场论最好地体现了"物理定律在变化中的不变性"和康德关于严密科学具有"普遍必然性"的理念。(3)在量子场论总纲领之下,存在着只重视"动力学机制"和只重视"形式因子"的子纲领的竞争,它们在互动中发展。(4)宇宙设计的最基本原则就是:寻求内在的对称性与和谐之美。(5)根据规范场论的纲领,自然界四种相互作用的奥秘在数学上最终都深藏于"规范对称性"之中。对称性破缺,则是隐含对称性的间接表现形式。 ( 1 ) Scientific philosophy and analytical philosophy of Natural dialectics and dialectic analysis are enlightening to scientific philosophy. (2) Normal field theory best manifests "invariableness of physical laws in changes" and Kant' s notion about proper science having "universal inevitability". (3) Under the general principle of quantum field theory, there exist the contention between a sub - principle that only stresses "kinetic mechanism" and another that only stresses "formal factor" ; they develop interactively. (4) According to the principle of normal field theory, the mystery of four types of interactions is mathematically implied in "normal symmetry". The break of symmetry is the indirect manifest of connotative symmetry.
作者 桂起权 高策
出处 《洛阳师范学院学报》 2008年第3期19-23,共5页 Journal of Luoyang Normal University
基金 教育部人文社会科学研究重大项目 批准号02JAZJD720012
关键词 规范场论纲领 量子场论纲领 康德哲学 内在对称性与和谐之美 the principle of normal field theory the principle of quantum field theory Kantianism inherent symmetry and the beauty of harmony
  • 相关文献

参考文献11

  • 1[苏]法捷耶夫,斯拉夫诺夫.规范场的量子理论导引[M].刘连寿译.武汉:华中工学院出版社,1982.
  • 2[德]康德.自然科学的形上学基础[M].邓晓芒译.上海:上海人民出版社,2003.
  • 3Peter Plaass, kant' s Theory of Natural Science, Kluwer Academic Publishers , 1994.
  • 4杨振宁.杨振宁文集[M].上海:华东师范大学出版社,1998..
  • 5郝刘祥.外尔与黎曼几何的拓展[J].自然科学史研究,2003,22(4):289-303. 被引量:2
  • 6Tian Yu CAO "Representation or Construction? An Interpretation of Quantum Field Theory," in the Proceeding of the 20th World Congress of Philosophy, 1998.
  • 7桂起权,宋伟.充实的真空观:量子场的实在论与生成辩证法[J].河南社会科学,2007,15(2):79-82. 被引量:11
  • 8[美]阿伯拉罕·派斯.基本粒子物理学史[M].武汉:武汉出版社,2002.312,324.
  • 9Tian Yu CAO <Conceptual developments of 20th century field theories >, Cambridge University Press , 1997.
  • 10桂起权.对称性破缺与宇宙设计[J].自然辩证法研究,2007,23(1):27-32. 被引量:9

二级参考文献29

  • 1桂起权.2005:辩证逻辑正在向深度和广度拓进——国内若干流派重要观点解读[J].河南社会科学,2006,14(2):108-112. 被引量:7
  • 2泡利 凌德洪(译).相对论[M].上海:上海科学技术出版社,1979.238-240.
  • 3克莱因 北京大学数学系数学史翻译组译.古今数学思想:第3—4册[M].上海:上海科学技术出版社,1980—1981..
  • 4菲利克斯·克莱因 何绍庚 郭书春译.关于现代几何学研究的比较考察[A].何绍庚,郭书春译.科学史所数学史组和数学所数学史组数学史译文集[C].上海:上海科学技术出版社,1981..
  • 5Temple G. 100 Years of Mathematics[ M]. London: Duckworth,1981.
  • 6Dieudonné J. Elie Cartan[A]. Gillispie C C. Dictionary of Scientific Biography[Z]. Vol. Ⅲ. 1971. 95-96.
  • 7Borel A. Hermann Weyl and Lie Groups[ A ]. K. Chandrasekharan. Hermann Weyl, 1885-1985 : Centenary Lectures delivered by C N Yang, R Penrose, A Borel at the ETH Ztirich [ C ]. Berlin-Heidelberg-New York: Spfinger-Verlag,1986. 54.
  • 8Dieudonné J. Hermann Weyl[A]. Gillispie C C. Dictionary ofScientificBiography[Z]. Vol. XIV. 1976. 281-285.
  • 9Sigurdsson S. Unification, Geometry and Ambivalence: Hilbert, Weyl and the Gottingen Community [ A]. Gavroglu K (etc). Trends in the Historiography of Science[ C]. Dordrecht-Boston-London: Kluwer Academic Publishers, 1993.
  • 10Weyl H. Space Time Matter[ M ]. translated from 4th. edition by Brose H L. London: Methuen, 1922; New York: Dover,1950.

共引文献58

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部