利用拟线性投影定义了多值线性算子的Moore-Penrose齐性算子部分.经过研究这种齐性算子部分与图的关系,证得了多值线性算子的Moore-Penrose齐性算子部分为某单值齐性算子的图象.从而对正交算子部分与度量算子部分的结论进行了实质推广.
To further develop generalized inverse theorem of multivalued linear operator, quasi-linear projector was used to define Moore-Penrose homogeneous operator of multivalued linear operator. This work proved the monodromy operator image, and promoted thogonal operators and measurement operator.