期刊文献+

自旋结网圈表象中体积算符对5价顶角的作用

Effect of volume operator on five-valent vertex in spin network representation
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摘要 根据已有文献给出的W矩阵元的一般公式,利用重耦理论深入研究了5价顶角,得出了相应的W(5)矩阵元的可直接计算的精确公式. According to the general formula of W-matrix element given by the related documents, the five-valent vertex is researched and the exact formula of W-matrix element that can be directly calculated is acquired by using the recouping theorem.
作者 饶伟 邵常贵
出处 《海军工程大学学报》 CAS 2004年第6期13-16,共4页 Journal of Naval University of Engineering
基金 国家自然科学基金资助项目(A050104)
关键词 自旋结网圈 体积算符 5价顶角 重耦理论 spin network volume operator five-valent vertex recouping theorem
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参考文献6

  • 1Louis H. Spin networks and knot polynomials [J]. International Journal of Modern Physics A,1990,5:93-115.
  • 2Rovelli C, Smolin L. Spin net works and quantum gravity [J]. Physical Review, 1995,D52:5743.
  • 3Rovelli C, Smolin L. Loop space representation of quantum general relativity [J]. Nuclear physics,1999,B33:180-182.
  • 4Roberto D, Carlo R. Geometry eigenvalues and the scalar product from recoupling theory in loop quantum graity [J]. Physics Review D.,2001,54:2664-2690.
  • 5Rovelli C. The century of the incomplete revoluation: searnching for general relativistic quantum field theory [J]. Journal of Math. Phys., 2000,41:3776.
  • 6Major S. Operators for quantized directions [J]. Class. Quant. Grav., 1999,16:3859.

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