- ideal. In the case of
possibly reducible hypersurfaces, this
result may be
restated as follows:
hypersurfaces are
exactly the
algebraic sets
whose all...
- light, and no
contained worldlines that are time-like.
Examples of null
hypersurfaces include a
light cone, a
Killing horizon, and the
event horizon of a...
-
proper Dupin submanifolds arise as
focal submanifolds of
proper Dupin hypersurfaces. K.
Shiohama (4
October 1989).
Geometry of Manifolds. Elsevier. pp. 181–...
- In
algebraic geometry, a
Coble hypersurface is one of the
hypersurfaces ****ociated to the
Jacobian variety of a
curve of
genus 2 or 3 by
Arthur Coble....
- in the case of
complex hypersurfaces) that does not
contain any
other intersection point.
Consider n
projective hypersurfaces that are
defined over an...
-
coordinate system we may
speak of
coordinate planes. Similarly,
coordinate hypersurfaces are the (n − 1)-dimensional
spaces resulting from
fixing a
single coordinate...
-
conjecture for
minimal hypersurfaces in
spheres (or Chern's
conjecture for
minimal hypersurfaces in a sphere) This
hypersurface case was later, thanks...
- (quadric
hypersurface in
higher dimensions), is a
generalization of
conic sections (ellipses, parabolas, and hyperbolas). It is a
hypersurface (of dimension...
-
variables x1, x2 and x3. For
higher values of n, the
level set is a
level hypersurface, the set of all real-valued
roots of an
equation in n > 3 variables....
- k{\displaystyle k}
hypersurfaces, and the
normal vector space at a
point is the
vector space generated by the
normal vectors of the
hypersurfaces at the point...
