Sentences with AFFINE-TRANSFORMATION
Check out our example sentences below to help you understand the context.Sentences
1
"The affine transformation matrix performs scaling, rotation, translation, and shearing operations on the image."
2
"An affine transformation preserves parallel lines, but not necessarily their lengths and angles."
3
"In computer graphics, affine transformation is used to transform 3D objects in a 2D plane."
4
"The affine transformation is commonly used in image registration to align two images."
5
"An affine transformation can be represented by a 3x3 matrix."
6
"The affine transformation preserves collinearity, meaning that points that are on the same line before the transformation will still be on the same line after the transformation."
7
"An affine transformation maps a straight line to a straight line or a plane to a plane."
8
"The affine transformation is a linear transformation followed by a translation."
9
"In robotics, affine transformations are often used to represent and manipulate the pose of an object."
1
"An affine transformation is a geometric transformation that preserves points, straight lines, and planes."
2
"In computer graphics, affine transformations are used to rotate, scale, and translate images."
3
"The affine transformation of a shape can change both its position and size."
4
"An affine transformation can be represented by a matrix multiplication and a vector addition."
5
"The concept of affine transformations is fundamental in linear algebra."
6
"An affine transformation does not preserve angles or distances between points."
7
"In affine transformations, parallel lines remain parallel to each other."
8
"The composition of two affine transformations results in another affine transformation."
9
"An affine transformation can be decomposed into translation, rotation, scaling, and shearing."
10
"Many machine learning algorithms employ affine transformations as part of the feature extraction process."
11
"In 2D computer graphics, affine transformations can be used to create visual effects like zooming and panning."
12
"The mathematical formula for an affine transformation is T(v) = Av + b, where A is a matrix, v is a vector, and b is a translation vector."
13
"In 3D computer graphics, affine transformations are used to project 3D models onto a 2D display surface."
14
"An affine transformation applied to a polygon will result in a transformed polygon with the same number of sides."
15
"The inverse of an affine transformation is also an affine transformation."
1
"An affine transformation can change the size and shape of an object without altering its orientation."
2
"In computer graphics, affine transformations are commonly used for translating, scaling, and rotating objects."
3
"The image processing algorithm applies an affine transformation to correct the distortion caused by the camera lens."
4
"An affine transformation preserves parallel lines, but not necessarily their lengths or angles."
5
"Mapping the points from one 3D space to another can be achieved through an affine transformation."
6
"An affine transformation can be represented by a matrix multiplication, followed by a vector addition."
7
"The affine transformation of a line segment results in a new segment of the same shape."
8
"The affine transformation of a square can create a parallelogram or a rectangle."
9
"Performing an affine transformation on an image allows for changes in perspective and orientation."
10
"In computer vision, finding the affine transformation between two images is useful for aligning them."
