Examples of 'hypersurfaces' in a sentence
Meaning of "hypersurfaces"
hypersurfaces (noun): Mathematical term used in geometry to refer to surfaces in a higher-dimensional space
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- plural of hypersurface
How to use "hypersurfaces" in a sentence
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hypersurfaces
We verify that such hypersurfaces are isoparametric of de qnc x ℝ.
Extremal estimates for hypersurfaces.
The hypersurfaces has positive mean curvature and it is asymptotic to a cone.
This was based on higher dimensional hypersurfaces in string theory.
Hypersurfaces have some specific properties that are not shared with other algebraic varieties.
We prove results concerning the geometry of hypersurfaces on different ambient spaces.
Some results well known for plane curves are generalized for quasi ordinary hypersurfaces.
So we can say that most smooth hypersurfaces in projective space are of general type.
In centroaffine geometry we are interested in flat Tchebychev hypersurfaces.
Now the wavefronts are hypersurfaces of dimension one less than the dimension of the space.
There are two similar but different types of Coble hypersurfaces.
HyperSurfaces uses AI to make object interfacing more natural.
Ij is a positive-definite metric on each of the hypersurfaces.
The hypersurfaces of constant norm i 1 are called hyperpyramids.
We obtain a classification of these hypersurfaces in dimension 3.
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Similarly, quadratic polynomials with three or more variables correspond to quadric surfaces and hypersurfaces.
They also have applications for embedded hypersurfaces of pseudo-Riemannian manifolds.
Abstract, This thesis deals with the factorisation of the zeta functions of the Dwork hypersurfaces.
Then we develop similar results to quasi-umbilic hypersurfaces and a new characterization of geodesic spheres.
For hypersurfaces of smaller dimension ( in terms of their degree ), things can be more complicated.
X " is in the intersection of the hypersurfaces.
Finally, we study some quartics hypersurfaces which come from the Tits-Freudenthal magic square.
The third result is a result about umbilicity of space-like hypersurfaces of de sitter spaces.
The medial axis generalizes to k-dimensional hypersurfaces by replacing 2D circles with k-dimension hyperspheres.
This work aims to study the stability of minimally immersed hypersurfaces in r ^ n+1.
In this field one studies hypersurfaces M of the ( n+1 ) - dimension vector space.
Based in this relationship we show some stability criteria for minimally immersed hypersurfaces in r ^ n+1.
For this type of textures, the reconstruction of hypersurfaces describes their geometry and structure.
From the 1980s, he did research on underlying symmetries of period integrals in complex hypersurfaces.
Abstract, In this work we study analytic Levi-flat hypersurfaces in complex algebraic surfaces.
This problem amounts to computing an arrangement of hypersurfaces in a 6D parameter space.
The fourth shows the R-triviality of cubic hypersurfaces of large dimension over the p-adics.
We describe, locally, the sbrana-cartan hypersurfaces by the gauss parametrization.
In which we determine a parameterization for the family of hypersurfaces that contain a ( k ; m ) - involutive contact.
Do carmo, which classify constant mean curvature hypersurfaces in the unit sphere of dimension n+1.
The first one deals with the particular case of hypersurfaces of tridegree ( 1,1,1 ) of triprojective spaces.
