Examples of 'n-dimensional' in a sentence
Meaning of "n-dimensional"
N-dimensional is a mathematical term describing a space with any number of dimensions greater than three, where 'n' represents an unspecified number
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- Having an arbitrary number of dimensions.
How to use "n-dimensional" in a sentence
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n-dimensional
All n-dimensional affine spaces are mutually isomorphic.
The display map is an n-dimensional display map.
The n-dimensional torus is the product space of n circles.
Real projective space RPn is a n-dimensional manifold.
A n-dimensional codebook quantizes n parameters at once.
The training samples are stored in an n-dimensional space.
Every vertex of an n-dimensional box is connected to n edges.
Each support vector is a point in an n-dimensional space.
All n-dimensional real inner product spaces are mutually isomorphic.
The following year he extended results to n-dimensional space.
The tangent space of an n-dimensional smooth manifold at the point.
And the result of this product is going to be an n-dimensional vector y.
All n-dimensional hypercubes are graceful.
This construct is called a n-dimensional hyperpyramid.
In general, n linearly independent vectors are required to describe all locations in n-dimensional space.
See also
In other words, an n-dimensional sphere minus one point is topologically equivalent to.
Shifting it by a vector external to it, one obtains a n-dimensional affine subspace.
An n-dimensional open cell is a topological space that is homeomorphic to the n-dimensional open ball.
Let q be a quadratic form defined on an n-dimensional real vector space.
N-dimensional parameter data may be combined to mathematically achieve numerical results representative of an alteration.
Are floating in an abstract n-dimensional hyperspace.
The n-dimensional real projective space is the quotient of the n-sphere by the antipodal map.
In the general case the lemma refers to a n-dimensional simplex.
This paper proves the n-dimensional version of the theorem in a more general setting involving measures.
Spatial information consists essentially of points in an n-dimensional data space.
An n-dimensional differentiable manifold is a generalisation of n-dimensional Euclidean space.
The encoding scheme converts an m-dimensional vector into an n-dimensional vector.
A representation of G on an n-dimensional real vector space is simply a group homomorphism.
In mathematics, a sequence of n real numbers can be understood as a location in n-dimensional space.
It is a powerful N-dimensional array object.
In mathematics, a sequence of n real numbers can be understood as a point in n-dimensional space.
In general it is possible to design N-dimensional constellations and associated labelings.
In physics and mathematics, a sequence of n numbers can be understood as a location in n-dimensional space.
Such a group acts on the n-dimensional vector space Kn by linear transformations.
Such a device is capable to print a pixel having an n-dimensional colorant vector.
In the case of a n-dimensional Euclidean space, both topological dimensions are equal to n.
The invention includes a rotational alteration applied to n-dimensional parameter data.
Where x takes values in n-dimensional Euclidean space ; t is often interpreted as time.
Polytopes may exist in any general number of dimensions n as an n-dimensional polytope or n-polytope.
Through this processing, N-dimensional rotated constellation symbols can be obtained.
And imagine the set of incorrect things are floating in an abstract n-dimensional hyperspace.
The name of each location in an N-dimensional space corresponds to an object selector.
In geometric terms, all of the linear inequalities define a polytope in n-dimensional space.
That is, the Hausdorff dimension of an n-dimensional inner product space equals n.
A reference line which defines coordinates along one cardinal direction in n-dimensional space.
OLAP handles data as n-dimensional arrays, with dimensions being identical to breakdown categories.
Please note that this function only checks one dimension of a n-dimensional array.
The geometry of a n-dimensional space can also be described with Riemannian geometry.
The second one is the investigation of classical and quantum behaviour of a anisotropic n-dimensional universe.
The n-dimensional space of the EA vectors is partitioned into two corresponding subspaces.
