1.
n-Homomorphisms, Mappings Preserving n-Zero Products and Local n-Isomorphisms;
n-同态，保n-零积映射和局部n-同构
2.
Research on Additive Mapping Preserving Anti-orthogonality and Preserving Commutative Zero-product;
关于保反正交性、保交换零积可加映射的研究
3.
Error saving map. (Stored procedure returned non-zero result.)
保存映射时出错。(存储过程返回非零结果。)
4.
Linear maps preserving zeros of a polynominal on factor von Neumann algebras
因子von Neumann代数上的多项式零点保持线性映射
5.
Maps Completely Preserving Invertibility or Zero Divisors on Standard Operator Algebras
标准算子代数上完全保可逆性或零因子的映射
6.
On the Orthogonal Projection from E~n to Its Subspace E~( n-1);
关于E~n 到其子空间E~(n - 1 )的正射影映射
7.
Spectral mapping theorems for bi-continuous N-times integrated C-semi-groups
双连续n次积分C-半群的谱映照定理
8.
It is sufficient to map each on a circle and then a product of two conformal mappings will do the trick.
只需将每一区域映射到一个圆，然后做两个保形映射的乘积就可达到目的。
9.
On the stability of descendible n-dimensional self-mapping sequence disturbance;
关于一类n维自映射列扰动的稳定性
10.
Maps Preserving Numerical Radius or Cross Norms of Products on 2×2 Matrix Algebras
二阶矩阵代数上保乘积数值半径或交叉范数的映射
11.
fixed point theorem for measure-preserving mapping
保测度映射不动点定理
12.
Produced Maps Preserving Rank One on Hermitian Matrices;
Hermite矩阵保秩1导出映射
13.
On the Borel Direction of Largest Type for K-quasimeromorphic Mappings of Zero Order;
零级拟亚纯映射的最大型Borel方向
14.
Polynomial Maps with Additive-nilpotent Jacobian Matrix
带有可加幂零Jacobi矩阵的多项式映射
15.
Generalized Lie Derivable Mappings at The Piont Zero on Nest Algebras
套代数上的零点广义Lie可导映射
16.
THE T RADII OF ZERO ORDER K-QUASIMEROMORPHIC MAPPINGS IN THE UNITE DISK
单位圆内零级K-拟亚纯映射的T半径
17.
Generalized *-Lie derivable mappings at the zero point on B(H)
B(H)上的零点广义*-Lie可导映射
18.
The Approximation Theorems and Spectral Mapping Theorems for n-times Integrated C-semigroups;
n次积分C-半群的逼近定理和谱映照定理