Examples of 'normed' in a sentence
Meaning of "normed"
normed (verb): to standardize or establish norms or standards for something
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- Of a mathematical structure, endowed with a norm.
- Of a data set that has been adjusted to a norm.
How to use "normed" in a sentence
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normed
Other tests are normed the same way.
Normed vector spaces and inner product spaces.
And give rise to isomorphic normed spaces.
Let be a normed vector space.
The three types of curves were normed.
Unit balls in normed vector spaces.
In normed spaces a linear operator is continuous if and only if it is bounded.
Objective measures should be normed for youth populations.
In a semi normed vector space the unit ball is absorbing.
We can define the normed space.
We associate the normed algebra of sections of a metrized line bundle.
The second condition is that the space must be normed.
The age of normed parts.
A vector space with a distinguished norm is called a normed space.
Scalars in normed vector spaces.
See also
This is the standard topology on any normed vector space.
Results of standardized normed reference tests are often given in percentiles.
A vector space together with a norm is called a normed space.
There are now numerous normed and unnormed tests available.
Normed vector spaces.
Series in a normed vector space.
Normed vector space.
Psychometric tests are often normed against groups for comparison.
Normed division algebra.
Human civilization is normed throughout.
So every normed vector space is also a metric space in a natural way.
A vector space on which a norm is defined is called a normed vector space.
Every normed space is both a linear topological space and a metric space.
In the case of a fax this is the fax number in a normed form.
Isometrically isomorphic normed vector spaces are identical for all practical purposes.
A real or complex linear space endowed with a norm is a normed space.
Normed vector spaces are central to the study of linear algebra and functional analysis.
He was one of the first mathematicians to apply normed vector spaces in numerical analysis.
The third coordinate is of no value since the vector AV is normed.
A vector space equipped with a norm is called a normed vector space or normed linear space.
A normed space that is complete in this metric is called a Banach space.
This implies that the octonions form a nonassociative normed division algebra.
Prove that a normed space is not Banach.
There is a requirement that students must be assessed using a nationally normed standardized assessment test.
See for example normed division algebras and Banach algebras.
Most scalar product spaces can also be considered normed vector spaces in a natural way.
Any unital normed algebra with this property is called a Banach algebra.
Let be a Banach space and be a normed vector space.
Reflexive normed spaces are Banach spaces.
A Banach space is a complete normed space.
Many measurement tools were normed on Caucasian male reference groups.
This Banach space is the completion of the normed space.
The most important maps between two normed vector spaces are the continuous linear maps.
The normed space X is called reflexive when the natural map.
Of special interest are complete normed spaces called Banach spaces.
