| 1. | Orthogonal projection in real matrix space
实对称矩阵空间的直交投影 |
| 2. | Additive rank - one preserving surjections on hermitian matrix spaces
矩阵空间上保秩一的可加满射 |
| 3. | Linear maps preserving inverses of matrices on symmetric matrix space
对称矩阵空间上保逆线性映射 |
| 4. | Linear operators preserving the minimal rank over matrix space
关于矩阵空间上保持极小秩的线性算子 |
| 5. | Linear maps preserving group inverses of matrices on symmetric matrix spaces over a field
域上保对称矩阵空间上群逆的线性映射 |
| 6. | Among these works , the linear operators concerned are linear operators on matrix spaces over some fields or rings
在这些工作里我们看到所涉及到的线性算子主要是在域或环上的矩阵空间上的线性算子 |
| 7. | Linear preserver problem ( lpp for short ) concerns the characterization of linear operators on matrix spaces that leave certain functions , subsets , relations , etc . , invariant
线性保持问题（简称lpp ）刻画在矩阵空间上保持特定的函数，子集，关系等不变的线性算子 |
| 8. | Firstly , digitizing model of sensing units is established by the methodology of mathematical model . then , the visual data and simulation results are output by way of matrix space and image transforming
通过模型化、数字化方法建立传感单元的数学模型，再利用矩阵进行空间和成像变换，最后实现模拟数据的可视化输出。 |
| 9. | The definition of beamforming in mimo system is much different from the classic beamforming techniques . the beamforming in mimo system is not the beamforming in ( classic ) realistic space but the matrix space
Mimo系统波束形成与传统波束形成的概念有很大的不同, mimo系统的波束形成不再是传统意义的实际空间上的波束形成,而是抽象的矩阵空间波束形成。 |
| 10. | The model utilizes set theory and matrix space conception to describe the basis of information hiding , denotes the elements of information hiding by space conception and describes the processes by space transforms primarily , and then deduces the quantitative formula of information hiding benchmarks
该模型利用集合论和矩阵空间概念对信息隐藏各元素进行了空间概念表示，同时对信息隐藏过程进行了空间转换描述，然后推导出了隐藏评价指标的定量计算公式。 |
