Examples of 'field extension' in a sentence
Meaning of "field extension"
field extension: This phrase is likely related to expanding or broadening a certain area of study, research, or expertise
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- Any pair of fields, denoted L/K, such that K is a subfield of L.
How to use "field extension" in a sentence
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field extension
Every field extension has a transcendence basis.
Length indicator field extension bit.
The depth of field extension is very widely applied to a camera mobile phone particularly.
See for example field extension.
A field extension is called a cyclic extension if its Galois group is cyclic.
Another method is known as merging by motion field extension.
It relies on field extension units for this purpose.
The dimension of U will be equal to the transcendence degree of this field extension.
Address field extension bit.
It suffices to show that C has no proper finite field extension.
Finite field extension.
Adjoin v, which builds the next field extension.
Control field extension.
A field extension is called a cyclic extension if its Galois group is a cyclic group.
Quadratic field extension.
See also
A field extension in which every element of F is algebraic over E is called an algebraic extension.
A Galois extension is a field extension that is both normal and separable.
Transcendence degree, The number of algebraically independent transcendental elements in a field extension.
Normal field extension.
In mathematics, a Galois group is a group associated with a certain type of field extension.
Simple field extension.
Galois extension A normal, separable field extension.
Do not confuse a finite field extension with a finitely generated field extension.
The motivating example comes from Galois theory, suppose L / K is a field extension.
Are contained in the field extension of K generated by the coefficients of g.
Therefore, two depths of field or depth of field extension is implemented.
Normal extension, A field extension generated by the complete factorisation of a set of polynomials.
Finite extension A finite extension is a field extension whose degree is finite.
Splitting field, A field extension generated by the complete factorisation of a polynomial.
Let β > 1, and Q ( β ) be the smallest field extension of the rationals containing β.
The field extension Q / Q ( τ ) is abelian, that is, it has an abelian Galois group.
The dimension ( or degree ) of the field extension Q ( α ) over Q depends on α.
The Target Field extension in 2009 added a few more tenths to the length.
Therefore, the degree of the field extension corresponding to each new coordinate is 2 or 1.
A depth of field extension method, comprising,.
Optional control field extension allows for up to 127 outstanding.
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