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体积算符对顶角作用的重耦矩阵 被引量:1

Recoupling Matrix of Volume Operator Action on Vertex
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摘要 用重耦理论的图形计算法 。 We study the action of volume operator on spin network states with n-valent vertices. In particular, the recoupling matrices are re-derived by means of a graphic formulation.
出处 《高能物理与核物理》 CSCD 北大核心 2004年第3期254-257,共4页 High Energy Physics and Nuclear Physics
关键词 体积算符 重耦矩阵 自旋结网态 n价顶角 自旋角动量 量子引力 spin network states, recoupling matrix, n-vertex, volume operator
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参考文献7

  • 1Penrose R. In: Quantum Theory and beyond, ed EA Bastin, Cambridge University Press. 1971
  • 2Roveli C, Smolin L. Nucl. Phys., 1995, B442:593
  • 3Ashtekar A. Lectures on: Non-pertubative Canonical Gravity. Lecture Nodes Prepared in Collaboration with R.S. Tate. Singapore: World Scientific, 1991
  • 4Ezawa K. Phys. Rep., 1997, 286:271
  • 5Rovelli C. J. Math. Phys., 2000, 141(6):3776
  • 6Gambini R. Int. J. Theor. Phys., 1999, (4):1063
  • 7Pietri R D, Rovelli C. Phys. Rev., 1996, D54:2664

同被引文献4

  • 1Rovelli C,Smolin L.Spin nezwork and quantum gravity[J].Phys Rev D,1995,52:5 743-5 745.
  • 2Kauffman L H.Spin networks and knot polynomials[J].Inter J of Modern Phys A,1990,5:93-102.
  • 3Barbero J F.Reality conditions and Ashtekar variables:A different perspective[J].Phys Rev D,1995,51:5 498-5 502.
  • 4Pietri R P,Rovelli C.Geometry eigenvalues and scalar product from recoupling theory in loop quantum gravity[J].Phys Rev D,1996,54:2 670-2 676.

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