矩阵算子的广义正交问题的研究

Study on Generalized Orthogonal Problems of Matrix Operators

本文考虑了在算子空间中,取T1,T2都为n ×n矩阵,给出了T1和T2满足Birkhoff正交、等腰正交与Roberts正交的等价条件。

This paper considers that in the operator space, taking T1, T2 and as n ×n matrices, the equivalent conditions of T1 and T2 satisfying the orthogonal Birkhoff, isospheric orthogonal and Roberts are given.