equation 13.129 eq:mfd-geodesic-parallelism
open in the book ·
parts/02-mathematical-methods/11-manifolds-tensors-curvature.tex:1978
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depends_on
proposition 13.40
Parallel transport is an isometry of the tangent
plane
¶
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depends_on
theorem 13.41
Holonomy equals the enclosed curvature; local
Gauss–Bonnet
¶
- depends_on example 13.42 The sphere, the solid angle, and the pole ¶
-
depends_on
theorem 13.41
Holonomy equals the enclosed curvature; local
Gauss–Bonnet
¶
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← | Parallel transport is an isometry of the tangent plane | declared | parts/02-mathematical-methods/11-manifolds-tensors-curvature.tex:2001 |