For a more detailed discussion of matrices and transformations, see Coordinate Systems and Transformations.
有关矩阵和变换的更详细的讨论，请参见坐标系统和变形。
Additional transformations can be performed, and these are applied to the current set of matrices defined by the previous operations.
我们还可以定义额外的转换，并将它们应用到由之前操作所定义的当前矩阵集中。
As these functions use stack semantics, you can layer transformations for shapes and later remove them to restore the original matrices.
由于这些函数都使用堆栈语法，所以您可以对形状应用层次转换，并在后面将它们删除，以恢复原有矩阵。
Linear transformations and linear operators, eigenvector expansion, matrices as representations of linear operators.
线性转换及线性运算子，特征值扩展，以矩阵表示线性运算子。
The transformations on semi-linear spaces, the matrices defined on quasi-domains and the relationship between them are investigated.
定义了拟域上的矩阵，并用以描述半线性空间之间的变换。
For infinite matrices of linear and some nonlinear mappings between topological vector spares which have not any restriction, we establish a new result of infinite matrix transformations.
讨论了抽象对偶系统中的向量值无穷矩阵变换，在一个所涉拓扑线性空间没有任何限制的情况下，得到了无穷矩阵变换理论的一个新结果。
For infinite matrices of linear and some nonlinear mappings between topological vector spares which have not any restriction, we establish a new result of infinite matrix transformations.
讨论了抽象对偶系统中的向量值无穷矩阵变换，在一个所涉拓扑线性空间没有任何限制的情况下，得到了无穷矩阵变换理论的一个新结果。
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