differential geometric object

A differential geometric object is a mathematical entity, such as a manifold, tensor, or connection, defined on smooth spaces and characterized by properties that are invariant under smooth coordinate transformations.

Aliases (6)

• differential geometry concept ×2
• affine connection ×1
• differential geometric quantity ×1
• map between manifolds ×1
• symplectic manifold ×1
• tool in differential topology ×1

Instances (8)

• Levi-Civita connection ("affine connection")
• Kähler manifold ("symplectic manifold")
• Gaussian curvature ("differential geometry concept")
• Gauss map ("differential geometry concept")
• Riemannian manifolds
• Whitney stratification ("tool in differential topology")
• Ricci scalar ("differential geometric quantity")