Definitions from Wiktionary (contact geometry)
▸ noun: (differential geometry, countable) Given a smooth manifold of odd dimensionality, a distribution (subset) of the tangent bundle that satisfies the condition of complete nonintegrability, or equivalently may be locally defined as the kernel of a maximally nondegenerate differential 1-form;
▸ noun: Used other than figuratively or idiomatically: see contact, geometry.
▸ Words similar to contact geometry
▸ Usage examples for contact geometry
▸ Idioms related to contact geometry
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▸ noun: (differential geometry, countable) Given a smooth manifold of odd dimensionality, a distribution (subset) of the tangent bundle that satisfies the condition of complete nonintegrability, or equivalently may be locally defined as the kernel of a maximally nondegenerate differential 1-form;
▸ noun: Used other than figuratively or idiomatically: see contact, geometry.
Similar:
distribution,
contact manifold,
differentiable manifold,
Riemannian manifold,
differential topology,
tangent bundle,
differential geometry,
metric tensor,
curvature,
smooth manifold,
more...
▸ Words similar to contact geometry
▸ Usage examples for contact geometry
▸ Idioms related to contact geometry
▸ Wikipedia articles (New!)
▸ Words that often appear near contact geometry
▸ Rhymes of contact geometry
▸ Invented words related to contact geometry