矩阵的矩阵

matrix operation linearly equivalent

矩阵的运算

matrix product 矩阵的乘积 | matrix operation linearly equivalent 矩阵的运算 | matrix order 矩阵的秩

normal form of a matrix

矩阵的正规形

矩阵的张量积|tensor product of matrices, Kronecker product of matrices | 矩阵的正规形|normal form of a matrix | 矩阵的秩|rank of a matrix

matrix norm

矩阵的模,矩阵的模,矩阵模,矩阵模,矩阵模量,矩阵模量

matrix multiplier 矩阵乘数,矩阵乘数 | matrix norm 矩阵的模,矩阵的模,矩阵模,矩阵模,矩阵模量,矩阵模量 | matrix notation 矩阵记号,矩阵符号,矩阵符号表示,矩阵运算

matrix product

矩阵的乘积

matrix multinomial 矩阵的多项式 | matrix product 矩阵的乘积 | matrix operation linearly equivalent 矩阵的运算

matrix scalar product

矩阵的标量乘积

matrix order 矩阵的秩 | matrix scalar product 矩阵的标量乘积 | matrix Yuan 矩阵的元

representation of a matrix

矩阵的表示法,矩阵的表示法

representation of a group 群表示 | representation of a matrix 矩阵的表示法,矩阵的表示法 | representation of a table 表格表示法

Singular matrix

奇异矩阵

SVD),可以说是对角化应用的特例,它具有与Eigen Value,Eigen Vector相同的特性,分解后向量的矩阵乘积可以还原为原矩阵,而他可以对奇异矩阵(Singular Matrix)做分解,亦可以对非奇异矩阵做分解.奇异矩阵的定义就是不能计算为反矩阵的矩阵,

rank of matrix

矩阵的秩,矩阵的秩

rank of a weakly stationary process 弱平稳过程的秩 | rank of matrix 矩阵的秩,矩阵的秩 | rank of selectors 选择器列

spectral radius of a matrix

矩阵的谱半径

矩阵的谱|spectrum of a matrix | 矩阵的谱半径|spectral radius of a matrix | 矩阵的行列式|determinant of a matrix

spectrum of a matrix

矩阵的谱

矩阵的逆|inverse of a matrix | 矩阵的谱|spectrum of a matrix | 矩阵的谱半径|spectral radius of a matrix

functional catches：活动把手生耳

回零针 fly-back hand | 混合表 combo watch | 活动把手生耳 functional catches

parametric linear programming：参数线性规划

参数模型|parameter model | 参数线性规划|parametric linear programming | 参数最优化|parameter optimization