hypersurface การใช้

• It does not exist on the Hartree-Fock energy hypersurface.
• The hypersurface is parametrized by this velocity In } }.
• Comparing the forms of the metric on this hypersurface gives:
• Then draw a family of geodesics normal to this hypersurface.
• The gradient of is then normal to the hypersurface.
• Where ? is the hypersurface measure associated to " S ".
• Still more generally, suppose that is a ( nonsingular ) rational hypersurface.
• Equivalently, the codimension of a hypersurface is one.
• Along a hypersurface " H " defined by
• A hypersurface on a projective plane is commonly called a plane projective curve.
• This small piece of hypersurface is also called a " Milnor fiber ".
• The degree of an hypersurface is equal to the total degree of its defining equation.
• Most examples of abstract CR structures are of hypersurface type, unless otherwise made explicit.
• The Lazarus Project linked the parts on a spacelike hypersurface at the time of the merger.
• Integrating the angular momentum density over a 3d spacetime hypersurface yields the angular momentum tensor about,
• Similarly, an affine algebraic hypersurface may be defined by an equation, where is a polynomial.
• A notable exception is when the manifold is given a priori as a hypersurface of Euclidean space.
• Two rings of 10 pentagonal antiprisms each bound the hypersurface of the 4-dimensional grand antiprism.
• As the Hamiltonian constraint Poisson commutes with itself, it preserves itself and hence the constraint-hypersurface.
• In this case, the resultant, if not zero, defines a hypersurface in the parameter space.