Examples of 'affine transformation' in a sentence
Meaning of "affine transformation"
Affine transformation: In mathematics and computer science, an affine transformation refers to a type of mapping or function between two geometric objects that preserves points, straight lines, and planes. It is commonly used in various fields such as computer graphics, computer vision, and image processing
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- A geometric transformation that preserves lines and parallelism, but in general not lengths or angles; (more formally) an automorphism of an affine space: a mapping of an affine space onto itself that preserves both the dimension of any affine subspace and the ratio of the lengths of any pair of parallel line segments.
How to use "affine transformation" in a sentence
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affine transformation
A translation is an affine transformation with no fixed points.
Point reflection can be classified as an affine transformation.
A simple affine transformation on the real plane.
The curve β is uniquely determined up to a special affine transformation.
A similarity is an affine transformation which preserves angles.
Affine transformation over a finite field.
This reversal is followed by an affine transformation.
Perform a simple affine transformation called a translation.
Sets of parallel lines remain parallel after an affine transformation.
An affine transformation is a linear transformation followed by a translation.
The stage of applying the affine transformation to each of the pixel values.
Affine transformation in plane geometry.
This has the desired distribution due to the affine transformation property.
Affine transformation of the plane.
The operation consisting in applying the affine transformation to each of the pixel values.
See also
Affine transformation matrix.
A scaling in the most general sense is any affine transformation with a diagonalizable matrix.
There is an affine transformation putting the elephant into the refrigerator.
This makes the embedded watermark imperceptible and invariant to the affine transformation.
An example of an affine transformation which is not a Euclidean motion is given by scaling.
The magnitude differences are not relevant however as scores remain proper under affine transformation.
Any non-degenerate affine transformation takes a parallelogram to another parallelogram.
The trisectrix of Maclaurin is related to the Folium of Descartes by affine transformation.
Alternatively or additionally, an affine transformation is used instead of the quadratic transformation.
Also, sets of parallel lines remain parallel after an affine transformation.
An indirect isometry is an affine transformation with an orthogonal matrix that has a determinant of -1.
For affine spaces, bijective affine transformation.
Equation 1 represents the affine transformation matrix that links the point sets for each element.
Other exercises on, fixed point affine transformation.
Affine transformation produced the best recovered image when compared to non-reflective similarity and projective transformations.
In these cases, use another affine transformation.
This inverse affine transformation is therefore written as follows, EPMATHMARKEREP.
A method regarding execution or non-execution of affine transformation may be used.
Local densification of an affine transformation in triangles: case Lappeenranta base network.
Thus, every linear transformation is affine, but not every affine transformation is linear.
An affine transformation preserves,.
Preferably, the apparatus includes means for applying an affine transformation to the reconstructed surface.
An affine transformation is invertible if and only if " A " is invertible.
Since we consider small regions, H can be approximated using a local affine transformation.
For this purpose, first, affine transformation from área shape 1 to área shape 2 is calculated.
Similarly, the linear transformation unit 87 can be replaced by a circuit which performs another affine transformation.
An affine transformation is invertible if and only if A { \ displaystyle A } is invertible.
Original image ( based on the map of France ) Isometry Similarity Affine transformation Projective transformation inversion.
Subjects were aligned by a T1-based affine transformation and a deterministic tractography database ( 79 subjects ) was used.
For any continuous attribute X, the criterion is invariant according to any affine transformation X ′ = aX+b ;.
The secret key operation preferably includes a secret affine transformation s on the n+v variables a1,…,an+v.
Function block 358 indicates that a multi-dimensional affine transformation is generated for each transformation block 356.
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Examples of using Transformation
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A profound transformation is under way in international relations
It like the ultimate transformation and shit
Transformation of statistical regions into regional authorities
Examples of using Affine
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Affine invariants can also assist calculations
The base change of an affine morphism is affine
An affine space of dimension one is an affine line
