返回一个给定矩阵的转置矩阵。
对象，该对象是此矩阵的转置矩阵。
正交矩阵是可逆矩阵，其逆矩阵等于其转置矩阵。
An orthogonal matrix is an invertible matrix for which the inverse is equal to the transpose.
并且给出了立体阵的转置矩阵的定义，得到了立体阵的转置矩阵和共轭矩阵的定义和性质。
The definition of the transposed matrices is given, and gotten some properties of the transposed matrices and the conjugated matrices.
用次转置矩阵与次对称矩阵等概念推出了次转置矩阵的逆矩阵与次转置矩阵相似等有关命题。
Proposition that the inverse matrix of the sub transposed matrix is similar to the sub transposed matrix.
一个矩阵可被映射到另一个矩阵、用某个元素来填充、转置和进行常见的数学运算。
A matrix can be mapped into a matrix, filled with some element, transposed, and subjected to the usual mathematical operations.
本文提出一种改进边界元法，它使形成的边界元方程不隐含本征量，避免大阶数矩阵的转置。
A modified boundary element method is proposed. In the approach, the matrices in the formed boundary equation implicitly contain no eigen parameter.
返回这个矩阵的转置(只读)。
讨论了复数矩阵的数据结构和共轭转置运算的算法实现，并给出该算法的时间复杂度。
The paper deals with the data structure of plural matrix and the achievement of method about associate operation, and gives its complex degree of time.
利用结构振型矩阵转置的QR分解得到传感器的初始配置。
The initial sensor assignment is obtained by the QR decomposition of the structural mode shape matrix to ensure the estimation accuracy of the parameters.
矩阵乘法，矩阵转置返回零？
Matrix multiplication by it's transpose returning zeros matrix?
为了解决数据量庞大、高速数据存取的问题，本文采用了FPGA芯片和同步动态存储器(SDRAM)来实现矩阵转置运算。
For the problem of huge data storage, use SDRAM to store the data, and use FPGA to control SDRAM to complete the transpose.
利用四元数矩阵的加权共轭转置定义了四元数矩阵的加权左（右）序，给出了加权左（右） 序的一些等价刻画，推广了以往文献的相应结果。
The weighted right (left) star partial ordering is defined though the weighted conjugate of the matrix , some characterisation of its is obtained, the existed results are extended.
无损耗时极化变换矩阵为酉矩阵；互易时，正、反向极化变换矩阵互为转置。
A lossless polarization transfer matrix is a unitary matrix, and reciprocal forward and backward polarization transfer matrices are transposed each other.
介绍采用引用计数、操作标志等方法实现矩阵复制、转置、乘常数等部分矩阵运算。
Then the methods of the adoption to quote from to count, operating the marking etc are introduced.
介绍采用引用计数、操作标志等方法实现矩阵复制、转置、乘常数等部分矩阵运算。
Then the methods of the adoption to quote from to count, operating the marking etc are introduced.
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