Assertion: curvature's curvature | /r/UsedFor | surface
Facets:
value: of a surface in r3
type: LOCATION
value: with metric conformal to the
type: OTHER
Source sentences:
text: F = 0), Gaussian curvature is For a surface described as graph of a function z = F(x, y), Gaussian curvature is For a surface F(x,y,z) = 0, Gaussian curvature is For a surface with metric conformal to the ... ...of a surface in R3 can be expressed as the ratio of the determinants of the second and first fundamental forms The Brioschi formula ...
text: F = 0), Gaussian curvature is For a surface described as graph of a function z = F(x, y), Gaussian curvature is For a surface F(x,y,z) = 0, Gaussian curvature is For a surface with metric conformal to the ... ...of a surface in R3 can be expressed as the ratio of the determinants of the second and first fundamental forms The Brioschi formula ...