Assertion: curvature's curvature | /r/HasProperty | special case
Facets:
Source sentences:
text: A more detailed account of these issues in the very general setting of moving frames on a submanifold of a homogeneous space, of which affine curvature is a special case, can be found in Weyl (1938) and Cartan (1937).
text: If two curves have the same special affine curvature at every point, then one curve is obtained from the other by means of a special affine transformation.