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cotangent bundle (Definition)
CotangentBundle

"cotangent bundle" is owned by rspuzio. [ full author list (2) | owner history (1) ]
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Attachments:
Poincaré $1$-form (Definition) by matte
proof that transition functions of cotangent bundle are valid (Proof) by rspuzio
cotangent bundle is a bundle (Proof) by rspuzio
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Cross-references: even, orientable, implies, Poincaré 1-form, objects, useful, canonical, Riemannian metric, properties, local coordinates, terms, defining properties, local trivializations, onto, projection map, structure, valid, transition functions, atlas, open subset, cotangent, vector bundle, covectors, tangent bundle, differentiable manifold
There are 16 references to this entry.

This is version 14 of cotangent bundle, born on 2003-10-06, modified 2006-10-05.
Object id is 4757, canonical name is CotangentBundle.
Accessed 5994 times total.

Classification:
AMS MSC58A32 (Global analysis, analysis on manifolds :: General theory of differentiable manifolds :: Natural bundles)

Pending Errata and Addenda
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