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- Contact_type abstract "In mathematics, more precisely in symplectic geometry, a hypersurface of a symplectic manifold is said to be of contact type if there is 1-form such that and is a contact manifold, where is the natural inclusion. The terminology was first coined by Alan Weinstein.".
- Contact_type wikiPageID "19357806".
- Contact_type wikiPageRevisionID "510067952".
- Contact_type hasPhotoCollection Contact_type.
- Contact_type subject Category:Symplectic_geometry.
- Contact_type comment "In mathematics, more precisely in symplectic geometry, a hypersurface of a symplectic manifold is said to be of contact type if there is 1-form such that and is a contact manifold, where is the natural inclusion. The terminology was first coined by Alan Weinstein.".
- Contact_type label "Contact type".
- Contact_type sameAs m.04n3hxg.
- Contact_type sameAs Q5164852.
- Contact_type sameAs Q5164852.
- Contact_type wasDerivedFrom Contact_type?oldid=510067952.
- Contact_type isPrimaryTopicOf Contact_type.