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Prog. Theor. Phys. Vol. 82 No. 1 (1989) pp. 183-206

[ Full Text PDF : FREE ACCESS (909K) ]

Energy-Momentum and Angular Momentum in \overlinePoincaré Gauge Theory of Gravity and Physical Multiplets of Torsion Fields

— Weak Field Approximation —

Tetsuo Fukui

Department of Physics, Osaka City University, Osaka 558

(Received March 28, 1989)

Abstract:

In \overlinePoincaré gauge theory of gravity proposed by Kawai, the generatois of \overlinePoincaré and coordinate transformations and the multiplets of torsion fields are investigated in a weak field approximation. The relation of the generators to energy-momentum and angular momentum in Kibble-type Poincaré gauge theory are clarified, on the basis of which the multiplets having positive simi-definite mass squares and giving positive definite total energy are classified. For the case α+ 2 α/ 3 ≠0, (β- 2a/3)(γ+3a/2)=0, new families of multiplets are found.


URL : http://ptp.ipap.jp/link?PTP/82/183/
DOI : 10.1143/PTP.82.183

[ Full Text PDF : FREE ACCESS (909K) ] Citation:

References:

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Citing Article(s) :

  1. Progress of Theoretical Physics Vol. 88 No. 2 (1992) pp. 291-305 :
    Asymptotic Anti-De Sitter Conditions for Poincaré Gauge Theory
    Roh-Suan Tung, Chun-Hsu Chang, De-Ching Chern and James M. Nester

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