Dynamics in Newtonian-Riemannian Space-Time (Ⅱ)
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					    摘要: 讨论了Newton-Riemann时空中运动的相对性及运动方程的协变性,N-R时空中Newton力学与广义相对论的某些关系及其异同。Abstract: The relativity of motion and covariance of equation of motion in Newtonian-Riemannian space-time,some relationship between Newton.s mechanics in N-R space-time and the general relativity,their difference and identity are discussed.
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						[1] Dubruvin B A, Fomenko A T, Novikov S P, Modern Geometry-Methods and Application,Part Ⅰ[M]. New York: Springer-Verlag,New York Inc,1984,1-310. [2] von Westenholz C. Differential Forms in Mathematical Physics[M]. Amsterdam, New York,Oxford: North-Holland Publishing Company,1978,198-207. [3] Boothby W M. An Introduction to Differentiable Manifold and Riemannian Geometry[M]. New York: Academic Press Inc (London) Ltd,1975,293-331. [4] Curtis W D, Miller F R. Differential Manifolds and Theoretical Physics[M]. Orlando, Florida: Academic Press Inc (London) Ltd,1985,213-217. [5] Weinberg S. Gravitation and Cosmology[M]. New York: John Wiley & Sons Inc,1972,1-169. [6] Schultz B F. Geometrical Methods of Mathematical Physics[M]. Bath Cambridge: Cambridge University Press,1980,201-219. [7] Eisenhart L P. An Introduction to Differential Geometry[M]. Princeton: Princeton University Press,1947,1-205. 
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