💡 Words with a Similar Meaning to "Elliptization"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| superellipsoidnoun | (algebra, geometry) A closed surface, of which the sphere and ellipsoid are special cases, whose parametric equation is x = a.cos^(2/r)t, y = b.cos^(2/r)t, z = c.cos^(2/r)t. |
| hyperellipsenoun | (geometry) A superellipse: a curve in two dimensions of a certain type, a generalization of the ellipse. |
| hypoellipticitynoun | (mathematics) The condition of being hypoelliptic |
| toroidalizationnoun | (mathematics) Conversion to toroidal form |
| elliptic functionnoun | (mathematics) Any function of a complex variable which is periodic in two directions. |
| elliptopenoun | (mathematics) The set of all real, square symmetric matrices whose diagonal entries are all equal to one and whose eigenvalues are all non-negative. |
| eikonalizationnoun | (mathematics) conversion to eikonal form |
| spherical harmonicsnoun | (mathematics) The solutions to Laplace's equation using spherical coordinates |
| symplectizationnoun | (mathematics) Conversion to symplectic form |
| homology spherenoun | (topology) A manifold whose homology is the same as that of some sphere of the same dimension |
| poincaré conjecturenoun | The theorem that the only simply connected, closed 3-dimensional manifold is a sphere. |
| cyclidenoun | (mathematics) Any of a class of surfaces, described by quartic expressions, that are related to spherical surfaces |
| exotic spherenoun | A manifold (of any dimension) homeomorphic to a sphere but not diffeomorphic to the standard sphere. |
| lineoidnoun | (mathematics, dated) the set of points in 3-dimensional space that are also points in 4-dimensional space |
| riemann spherenoun | (topology, complex analysis) The complex numbers extended with the number ∞; the complex plane (representation of the complex numbers as a Euclidean plane) extended with a single idealised point at infinity and consequently homeomorphic to a sphere in 3-dimensional Euclidean space. |
| elliptic operatornoun | (mathematical analysis) Any of a particular class of second-order linear differential operators. |
| equivariantizationnoun | (mathematics) conversion to equivariant form |
| cubulationnoun | (mathematics) A particular cubical set together with an isomorphism |
| elliptic curvenoun | (algebraic geometry) The algebraic set of an equation which equates the square of one variable to a reduced cubic polynomial in another variable, over some field, and such that the discriminant of the reduced cubic is non-zero. |
| convexificationnoun | (mathematics) The process of converting to convex form. |
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