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.
利用与每个四元数矩阵相关联的复伴随矩阵，问题被简化为关于复数矩阵的并行问题。
The problem is reduced to a parallel one on complex matrices by using the complex adjoint matrix related to each quaternion matrix.
MATLAB语言以复数矩阵作为基本编程单元，具有强大的数值计算功能、图形表达功能及可视化的仿真环境。
Using plural matrix as basic programming unit, the MATLAB language has powerful numerical calculation function, graph expression function, and visible emulation environment.
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