000			00987nam a2200157Ia 4500
005			20241211205653.0
008			241211s1981 xx 000 0 und d
020			_afcnm2734
082			_a515.1I/V.A
100			_aVarios Autores
245		0	_aManifolds
260			_c1981
300			_a176 páginas
505			_a1.Manifolds. 2.Manifolds and coordinates sytems. 3.Smooth mappings. 4.Tangent vectors. 5.Differential maps. 6.Vector Fields. 7.Integral curves. 8.One-forms. 9.Smooth fiber bundles. 10.Smooth vs analytic. 11.The invariant aprroach. 12.The classical approach. 13.Frame fields. 14.Contraction. 15.Tensors at a point. 16.Metric tensors. 17.Examples. 18.Isometries. 19.Covariant derivatives. 20.Geodesics. 21.Type-changing. 22.Curvature. 23.Killing vector fields. 24.Extending manifolds. 25.Coordinate extensión. 26.Gluing topological spaces. 27.Gluin semi-riemannian manifolds. 28.Lorentz vector spaces. 29.Introduction to general relativity. 30.Spacetimes.
942			_yLIB
999			_c51954 _d51954