Examples of 'non-singular' in a sentence
Meaning of "non-singular"
Non-singular (adjective): Referring to a grammatical number category typically denoting more than one item, but not specifically just two (singular) nor an infinite quantity (plural). This phrase is used in the context of grammar and mathematics when discussing the number of items or elements in a set
Show more definitions
- Not singular.
- Injective.
How to use "non-singular" in a sentence
Basic
Advanced
non-singular
Non-singular representations of the gravitational potential.
A surface with no singular point is called regular or non-singular.
On non-singular transformations of a measure space.
The determinant of the matrix inverse of a non-singular matrix.
All non-singular plane quartics arise in this way.
A square matrix is said to be non-singular if its determinant is not zero.
An algebraic variety which has no singular point is said to be non-singular or smooth.
A non-singular form over a field which represents zero non-trivially is universal.
A code is uniquely decodable if its extension is non-singular see above.
Pronominal object suffixes and non-singular pronominal possessive suffixes are practically identical.
Over the complex numbers this is a quite general non-singular quadric.
Every non-singular rational surface can be obtained by repeatedly blowing up a minimal rational surface.
The causal interpretation of dust and radiation fluid non-singular quantum cosmologies.
In this thesis all possible non-singular combinations are solved with a simulation approach.
The Cartan-Dieudonné theorem describes the structure of the orthogonal group for a non-singular form.
See also
The non-singular variables used in this work are simple expressions of the orbital elements.
The Fermat curve is non-singular and has genus.
If the non-singular M-matrix is also symmetric then it is called a Stieltjes matrix.
See, if I could derive an equilibrium where prevalence is a non-singular event where nobody loses.
Algebraic varieties and schemes Non-singular algebraic varieties over the real or complex numbers are manifolds.
In this section we assume that V is finite-dimensional and its bilinear form is non-singular.
The analogue of a Riemann surface is a non-singular algebraic curve C over a field k.
Accordingly, a non-singular M must have one of three forms that correspond to the trichotomy of Artzy.
Examples of Stein manifolds include non-compact Riemann surfaces and non-singular affine complex algebraic varieties.
Suppose that X is a non-singular n-dimensional projective algebraic variety over the field Fq with q elements.
It is to be noted that the matrices M are all non-singular and all are Hermitian.
Let X be a non-singular complex projective manifold.
The conditions on a norm variety V are that V is irreducible and a non-singular complete variety.
At a non-singular point, it is a nonzero normal vector.
If it has none, it can be called smooth or non-singular.
Singular and non-singular matrices.
Gaussian quadrature is normally a good choice for smooth, non-singular problems.
Where prevalence is a non-singular event, where nobody loses.
See, if I could derive an equilibrium, where prevalence is a non-singular event.
First-person non-singular shows a distinction in inclusive and exclusive.
For example, a similar result holds for non-singular quasi-projective varieties.
Also, for a non-singular M-matrix, the diagonal elements all of A must be positive.
The Thesis considers two classes of systems, non-singular and singular systems.
Suppose we are given a projective variety X { \ displaystyle X }, which for simplicity is assumed non-singular.
It is a non-singular matrix.
Again for almost all "p" it will be non-singular.
The real points of a non-singular projective cubic fall into one or two ' ovals '.
One says the legal doctrine has an ontological commitment to non-singular individuals . [ 1 ].
For example an elliptic curve ( a non-singular genus 1 curve with 1 marked point ) is stable.
Thus, this means that AB is non-singular.
The inverse of any non-singular M-matrix is a non-negative matrix.
This matrix -- that I chose for an example is a good matrix. A non-singular matrix. An invertible matrix.
If A is a non-singular matrix, then.
Consider two non-singular curves C and C′ having the same genus g > 1.
