2009Journal of Beijing Normal UniversityRequires access

MOORE-PENROSE HOMOGENOUS OPERATOR IN MULTIVALUED LINEAR OPERATOR

Guo-qing LIU

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Abstract

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.

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What this paper is about

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.

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Available abstract

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.

Key concepts: Operator (biology), Mathematics, Finite-rank operator, Semi-elliptic operator, Shift operator, Quasinormal operator, Compact operator, Linear map

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