The concept of a secondary diagonalizable (sdiagonalizable) matrix over quaternion field is defined, necessary and sufficient conditions for determining whether a matrix over quaternion field is a sdiagonalizable matrix are studied, and a method of findin
The concept of a secondary diagonalizable (sdiagonalizable) matrix over quaternion field is defined, necessary and sufficient conditions for determining whether a matrix over quaternion field is a sdiagonalizable matrix are studied, and a method of findin
摘要给出了四元数矩阵次对角化的定义，研究了一个四元数矩阵可次对角化的充要条件，并给出了使其次对角化的一个方法。