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Geometric Structures and Field Equations of Dirac-Lu Space 被引量:1

Geometric Structures and Field Equations of Dirac-Lu Space
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摘要 In this paper,a■-invariant Lorentz metric on the Dirac-Lu space is given,and then the geodesic equationis investigated.Finally,we discuss the field equations and find their solutions by the method of separating variables. In this paper, a -invariant Lorentz metric on the Dirac-Lu space is given, and then the geodesic equation is investigated. Finally, we discuss the field equations and find their solutions by the method of separating variables.
出处 《Communications in Theoretical Physics》 SCIE CAS CSCD 2008年第11期1151-1154,共4页 理论物理通讯(英文版)
基金 supported by National Key Basic Research Project of China under Grant Nos.2004CB31800 and 2006CB805905 National Natural Science Foundation of China under Grant No.10731080 and CUMT
关键词 Dirac-Lu空间 Lorentz度量 Yang-Mills方程 DIRAC方程 几何结构 Dirac-Lu space, Lorentz metric, Yang-Mills equation, Dirac equation
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  • 1P.A.M. Dirac, Ann. Math. 36 (1935) 657.
  • 2Qi-Keng Lu, "A Note to a Paper of Dirac in 1935" (inChinese), Lecture at Morningside Center, Beijing (2004),MCM-Workshop Series : Volume I (2005) 86-98.
  • 3H.K. Look (Qi-Keng Lu), G.L. Tsou (Zhen-Long Zhou),and H.Y. Kuo (Han-Ying Guo), Acta Phys. Sin. 23 (1974)225 (in Chinese).
  • 4Qi-Keng Lu, DiHerential Geometry and Its Application to Physics (in Chinese), Science Press, Beijing (1983).

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