Affine是一个数学术语，表示仿射变换。在数学中，仿射变换是一种保持直线、点和仿射几何形状的变换。它是一种线性变换，通过保持线段的长度不变来改变线段的位置和方向。
以下是一篇关于Affine变换的英文范文，供您参考：
Title: Affine Transformation in Geometry
Affine transformations are a type of linear transformation that preserves the lengths of line segments and their angles to other line segments. In other words, affine transformations maintain the geometric properties of shapes in a linear way.
In geometry, affine transformations are often used to study the properties of curves and surfaces. For example, affine transformations can be used to study the properties of curves that are not straight lines, such as curves that are curved or have self-intersections. Affine transformations can also be used to study the properties of surfaces that are not flat, such as curved surfaces like spheres or cylinders.
Affine transformations can be represented by a matrix, which is a set of numbers that transforms a set of points from one coordinate system to another. The matrix can be used to calculate how a line segment or curve will be transformed under an affine transformation.
Affine transformations are also important in computer graphics and image processing, where they are used to manipulate images and create effects such as warping and distortions.
In conclusion, affine transformations are a type of linear transformation that maintain the geometric properties of shapes and are used to study the properties of curves and surfaces. They are also important in computer graphics and image processing, where they are used to manipulate images and create effects.
affine的释义是：
形容词： [数]仿射的；[数]仿射变换的；[数]仿射不变的。
动词：使仿射变换。
affine的英文范文相关用法有：
Affine Geometry: The study of affine transformations and their effects on geometric figures.
Affine Invariant: A mathematical term referring to a property that remains the same regardless of the affine transformation applied.
以上信息仅供参考，如需了解更多信息，请进行核实。
affine是一个形容词和名词，意思是“仿射的”或“仿射变换的”。在英文范文和最新变化中，它通常用于描述数学和几何学中的概念，如仿射变换、仿射几何等。此外，它还可以用于描述物理中的一些性质，如仿射运动等。