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扩展的纽结族{ψi}4^6在Hamilton约束下的行为

Behavior of extended knot family { ψi } 4^6 under Hamilton Constraint
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摘要 在量子引力的扩展圈表象中,对Hamilton约束在扩展纽结族{iψ}64,即微分同胚约束的第3组解上的作用给出了详细的推证. The action of the Hamihonian constraint onto the members of the extended knot family {ψi}4^6, that is the third solution of the diffeomorphism constraint in loop gravity, is demonstrated in the extended loop representation.
出处 《华中师范大学学报(自然科学版)》 CAS CSCD 2008年第1期37-39,57,共4页 Journal of Central China Normal University:Natural Sciences
关键词 扩展的纽结族 Hamilton约束 微分同胚约束的解 extended knot family Hamiltonian constraint solution of diffeomorphismconstraint
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参考文献5

  • 1Ashtekar A. Lectures on Nonperturbative Canonical Gravity[M]. Singapore: World Scientific, 1991.
  • 2Di Bartolo C, Gambini R, Griego J. Extended loop representation of quantum gravity[J]. Phys Rev, 1995, DSI: 502-516.
  • 3Griego J. Extended knots and the space of states of quantum gravity[J]. Nuc Phys,1996, B473: 291-307.
  • 4Shao D, Noda H, Shao L, Shao C G. Diffeomorphism, Hamiltonian Constraints and Mandelstam Identities Over Extended Knot Families {φi}2^2 and {φi}3^4 [J]. Int J Mod Phys, 2002, AS: 615-623.
  • 5Griego J, Is the third coefficient of the Jones knot polynomial a quantum state of gravity[J]?Phys Rev, 1996, D53: 6 966 -6 978.

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