CAS OpenIR  > 中科院上海原子核所2003年前
CONSERVATIVE QUANTITIES AND THEIR ALGEBRA IN THE SELF-DUAL GRAVITY
FENG, SS; DUAN, YS
1995
Source PublicationGENERAL RELATIVITY AND GRAVITATION
ISSN0001-7701
Volume27Issue:8Pages:887
AbstractA general covariant conservation law of energy-momentum in complex general relativity is obtained by way of general displacement transformation in terms of Ashtekar's new variables. The energy is exactly the ADM Hamiltonian on the constraint surface on condition that an appropriate time function is chosen. The energy-momentum is gauge covariant and commutes with all the constraints whence they are physical observables. Furthermore, the Poisson brackets of the momentum and the internal SU(2) charges form a 3-Poincare algebra.
Indexed BySCI
Language英语
Funding Project应物所项目组
Document Type期刊论文
Identifierhttp://ir.sinap.ac.cn/handle/331007/9910
Collection中科院上海原子核所2003年前
Recommended Citation
GB/T 7714
FENG, SS,DUAN, YS. CONSERVATIVE QUANTITIES AND THEIR ALGEBRA IN THE SELF-DUAL GRAVITY[J]. GENERAL RELATIVITY AND GRAVITATION,1995,27(8):887.
APA FENG, SS,&DUAN, YS.(1995).CONSERVATIVE QUANTITIES AND THEIR ALGEBRA IN THE SELF-DUAL GRAVITY.GENERAL RELATIVITY AND GRAVITATION,27(8),887.
MLA FENG, SS,et al."CONSERVATIVE QUANTITIES AND THEIR ALGEBRA IN THE SELF-DUAL GRAVITY".GENERAL RELATIVITY AND GRAVITATION 27.8(1995):887.
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