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[½»Á÷] £¨Ç廪 ¹ãÒåÏà¶ÔÂÛ£©Einstein¡¯s Geometric Theory of Gravity ÒÑÓÐ1È˲ÎÓë

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Einstein¡¯s Geometric Theory of Gravity

Time£º Mon/Wed 13:00-14:50, 2013-09-16 ~ 2014-01-15 (except for public holidays)
Instructor£º James M. Nester  [National Central University, Taiwan]
Place£º Conference Room 3, floor 2, Jin Chun Yuan West Building
Starting Date£º 2013-9-16
Ending Date£º 2014-1-15

Description:
The first part of this course is an introduction to Einstein¡¯s geometric theory of gravity, general relativity. The second part includes certain advanced topics.
I. Physics in flat spacetime: special relativity, electromagnetism, the energy-    momentum tensor & accelerated observers.

Mathematics of curved space time: Differential Geometry: tensors, covariant derivative/affine connection/parallel transport, metric, geodesic, curvature.
Einstein's geometric theory of gravity: equivalence principle, Einstein's equations, weak field, energy-momentum & angular momentum. Black holes, cosmology & gravity waves.

II. Advanced topics including: the variational principle and the Hamiltonian formulation, the initial value constraints, the positive energy theorem and quasi-local energy momentum.

Prerequisite:

The necessary background is that expected of advanced undergraduate and beginning graduate students of mathematics or physics.

Reference:
C.W. Misner, K. Thorne & J.A. Wheeler, Gravitation (Freeman, San Francisco, 1973)

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£¨Ç廪 ¹ãÒåÏà¶ÔÂÛ£©Einstein¡¯s Geometric Theory of Gravity

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James Michael Nester
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(03)4227157 ext 65322
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(03)4251175
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nester@phy.ncu.edu.tw


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ÃÀ‡øSaskatchewan´óŒWÎïÀíŒWϵ²©Ê¿ááÑо¿(1977/01-->1978/12)
ÃÀ‡øMaryland´óŒWÀíÕ“ÎïÀíÑо¿ËùÑо¿ÖúÀí(1979/01-->1979/07)
ÃÀ‡øMaryland´óŒWÀíÕ“ÎïÀíÑо¿Ëù²©Ê¿ááÑо¿(1980/05-->1982/09)
ÃÀ‡øAlberta´óŒWÀíÕ“ÎïÀíÑо¿ËùÑо¿ÖúÀí(1982/05-->1984/09)
ÃÀ‡øAlberta´óŒWÀíÕ“ÎïÀíÑо¿Ëù²©Ê¿ááÑо¿(1980/05-->1982/09)
ÃÀ‡øOregon´óŒW”µŒWϵÔL†–½ÌÊÚ(1984/09-->1987/07)

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