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fundamental concepts in differential geometry (Topic)

The following is an index of fundamental concepts in differental geometry. It only deals with basic concepts which are common to all branches of differential geometry. For concepts pertinent to specific branches of differential geometry, please see concepts in symplectic geometry and concepts in Riemannian geometry

Manifolds

Vector and Tensor Fields

Bundles and Connections

Gauge theory



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"fundamental concepts in differential geometry" is owned by rspuzio. [ full author list (3) ]
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Cross-references: classes, characteristic, homotopic, geodesic, torsion, curvature, Riemannian metric, affine connection, connection, jet bundle, cotangent bundle, tangent bundle, vector bundle, fibre bundle, section, algebras, Lie groups, frame, Pfaffian, flow, Lie derivative, Lie bracket, spinor, jet, field, tensor, exterior derivative, differential form, exterior product, contraction, tensor product, vector field, differential structure, immersion, submanifold, coordinate system, neighborhood, function, coordinate, chart, Riemannian manifold, boundary, manifold, concepts in symplectic geometry, differential geometry, branches, geometry, index
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This is version 10 of fundamental concepts in differential geometry, born on 2004-11-02, modified 2006-06-03.
Object id is 6441, canonical name is FundamentalConceptsInDifferentialGeometry.
Accessed 3324 times total.

Classification:
AMS MSC53-00 (Differential geometry :: General reference works )

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