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Common Properties of the Operator Products in Local Spectral Theory
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作者 Kai YAN Xiao Chun FANG 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2015年第11期1715-1724,共10页
Let X,Y be Banach spaces, A,D : X - Y and B,C : Y - X be the bounded linear operators satisfying operator equation set ACD=DBD DBA=ACAIn this paper, we show that AC and BD share some basic operator properties such a... Let X,Y be Banach spaces, A,D : X - Y and B,C : Y - X be the bounded linear operators satisfying operator equation set ACD=DBD DBA=ACAIn this paper, we show that AC and BD share some basic operator properties such as the injectivity and the invertibility. Moreover, we show that AG' and BD share many common local spectral properties including SVEP, Bishop property (β) and Dunford property (C). 展开更多
关键词 jacobson's lemma operator equation set common property local spectral theory
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