1.
Jacobian matrix and force-mapping matrix are calculated from the inverse-kinematics of the parallel-mechanism.
这种方法首先由机构的逆解计算其力映射矩阵、雅可比矩阵。
2.
Produced Maps Preserving Rank One on Hermitian Matrices;
Hermite矩阵保秩1导出映射
3.
Linear operators preserving weak adjoint matrix between matrix spaces
矩阵空间上保弱伴随矩阵的线性映射
4.
Inverse-Preserving Additive Maps on Hermitian Matrix Spaces;
HERMITE矩阵空间上保逆的加法映射
5.
Polynomial Maps with Additive-nilpotent Jacobian Matrix
带有可加幂零Jacobi矩阵的多项式映射
6.
Maps Preserving Tripotent on Several Classes of Matrix Spaces over Field
域上几类矩阵空间保立方幂等的映射
7.
Maps on 2×2 matrix algebras preserving tripotence over fields
域上2×2矩阵代数保立方幂等的映射
8.
Idempotence-preserving maps on matrix spaces over field of characteristic 2
特征2矩阵空间上幂等保持映射(英文)
9.
Linear maps preserving Jacobi identity on the full matrix algebras
全矩阵代数上保Jacobi恒等式的线性映射
10.
Maps preserving tripotence from 2×2 symmetric matrix space to 2×2 full matrix space
2×2对称矩阵空间到2×2全矩阵空间保持立方幂等的映射
11.
Additive Preservers of Determinant on Self-Conjugate Quaternion Matrix Spaces;
自共轭四元数矩阵空间的保行列式加法映射
12.
Additive maps preserving the lattices of invariant subspaces on upper triangular matrix algebras
上三角矩阵代数上的保不变子空间格映射
13.
Some Properties of Matrix-Valued Lipschitz Mappings and Derivations in a Banach Algebra;
关于矩阵值Lipschitz映射与复Banach代数上导子的若干研究
14.
The Quadratic Numerical Range of Block Operator Matrices and the Linear Maps Preserving the Quadratic Numerical Ranges
块算子矩阵二次数值值域及保二次数值值域的线性映射
15.
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
16.
The Properties of Matroid Operator、Matroid Mapping and Matroid Category;
拟阵算子、拟阵映射及拟阵范畴的性质
17.
Mueller Matrix of Near-normal incident on Anisotropy Surface;
各向异性表面近正入射反射米勒矩阵
18.
Summability Theorem for a Class of Matrices of Nonlinear Mapping on Banach Spaces;
Banach空间上一类非线性映射阵的求和法