diagonalizable matrix
- diagonalizable matrix的基本解释
-
-
[计] 对角化矩阵
- 更多网络例句与diagonalizable matrix相关的网络例句 [注：此内容来源于网络，仅供参考]
-
In the final analysis, it will turn out that a transformation is diagonalizable if the matrix associated with it is symmetric or Hermitian.
归根结底，这将反过来，一个转变是如果与此相关的矩阵是对称的或厄米特。
-
By decomposing a matrix into one diagonalizable matrix and two orthogonal matrixes,singular value decomposition has very good properties.
奇异值分解是将一矩阵分解为一个对角矩阵和两个正交矩阵，奇异值分解有着非常好的性质。
-
A sufficient condition is firstly established such that a nonsymmetric saddle point matrix is diagonalizable with real and positive eigenvalues.
首先给出使得非对称鞍点矩阵具有实正特征值且可对角化的充分条件，该条件比已有著名条件更弱。
-
The semi singular value decomposition A=USR is suggested,where U is an orthogonal matrix,S is a diagonalizable matrix and R is a upper-triangular matrix.
提出了半奇异值分解A=USR，其中U为正交矩阵，S为对角矩阵，R为上三角矩阵。
- 更多网络解释与diagonalizable matrix相关的网络解释 [注：此内容来源于网络，仅供参考]
-
diagonalizable matrix：可对角化矩阵
diagonal sum rule 对角求和规则 | diagonalizable matrix 可对角化矩阵 | diagonalization 对角线化
-
diagonalizable matrix：对角化矩阵
相似变换 similar transformation | 对角化矩阵 diagonalizable matrix | 特征值 characteristic value
-
orthogonally diagonalizable matrix：矩阵的正交对角化
orthogonal decomposition 正交分解 | orthogonally diagonalizable matrix 矩阵的正交对角化 | orthogonal matrix 正交矩阵