线性转换[变换]，一次变换

[数]线性变换

linear transformations───线性变换（lineartransformation的复数）

bilinear transformation───[数]双线性变换

bilinear transformations───[数]双线性变换

shear transformation───切变

shear transformations───切变

beta transformation───β变换

Lorentz transformation───洛伦兹变换

similarity transformation───[数]相似变换，相似转换

Möbius transformation───莫比乌斯变换

This code function is a linear transformation for the image. Can be run directly on the DM642 C++ code.───这个代码的功能是用于图像的线性变换。是可以在DM642上直接运行的C++代码。

The paper puts forward pseudo linear transformation method for solving nonlinear algebraic equations.───[中英文摘要]作为非线性代数方程组消元的一种探索,提出了基于准线性的变换消元法.

A linear transformation on Milbert space is called compact ( also completely continuous ).───希尔伯特空间上的线性变换叫做紧的 ( 也叫全连续的 ).

Through a particular linear transformation, the original time - delay system is first transformed into a delay - free system.───对于实际应用对象的时滞特性采取了特殊的线性变换, 将原时 滞 系统转化为无时滞系统.

Linear transformation is a kind of basic and important Conformal mapping.───线性变换是一种基本又十分重要的保形变换。

This paper mainly studies the linear transformation and linear space coordinate transform the relationship between them.───摘要本文主要研究线性空间中的线性变换和坐标变换之间的关系.

Furthermore, a new computer search criterion for a linear transformation matrix is also proposed.───此外，提出了新的线性疏散码传输矩阵计算机搜索准则。

Linear transformation is a kind of basic and important Conformal mapping.

By introducing the non-degenerate linear transformation, the calculation procedure of this type of multi-integration is simplified and the calculation formula is obtained.

The direct Linear Transformation Method in stereophotogrammetry is described in this paper.

A linear transformation on Milbert space is called compact ( also completely continuous ).

The specular reflection is a very important linear transformation in Euclidean space, and it has a special geometrical explanation in geometrical space.

This paper mainly studies the linear transformation and linear space coordinate transform the relationship between them.

Mathematically it corresponds to a linear transformation for a set of points in the Euclidean space.

Through a particular linear transformation, the original time - delay system is first transformed into a delay - free system.

The linear transformation technique extended the field of designing low-sensitivity digital filters from analog prototype, and resulted in a number of different digital structures.