Normal Operators Similar to Irreducible Operators
被引量：1
Normal Operators Similar to Irreducible Operators
摘要
A complete characterization of normal operators which are similar to irreducible operators and some related results are given.
A complete characterization of normal operators which are similar to irreducible operators and some related results are given.
同被引文献10
-
1JIANG Z,SUN S.On completely irreducible operators[].Acta Sci Natur Univ Jilin.1992
-
2GILFEATHER F.Strong reducibility of operators[].Indiana University Mathematics Journal.1972
-
3D. Voiculescu.Anon-commutative Weyl-von Neumann theorem[].Rev Roum Matn Pures Appl.1976
-
4Halmos,P. R.Irreducible operators, Mich[].Mathematica Journal.1968
-
5Halmos,P.R. A Hilbert space problem book . 1967
-
6Herrero,D. A.The personal communication with Jiang, C[].L.1988
-
7Kato T.Perturbation Theory for Linear Operators[]..1984
-
8Jiang,C. L.,Wang,Z. Y. Strongly irreducible operators on Hilbert space . 1998
-
9Herrero D A.Approximation of Hilbert Space Operators[].Pitman Res Notes Math Longman Harlow Essex.1990
-
10Jiang,C. L.A class of operators which are similar to irreducible operators[]..
-
1杜鸿科,侯晋川.THREE FORMS OF THE PUTNAM-FUGLEDE THEOREM ARE EQUIVALENT[J].Chinese Science Bulletin,1984,29(6).
-
2李绍宽,严绍宗.ON THE PUTNAM-FUGLEDE THEOREM[J].Chinese Science Bulletin,1985,30(11):1437-1440. 被引量：1
-
3侯晋川.ON THE PUTNAM-FUGLEDE THEOREM OF SOME NONNORMAL OPERATORS[J].Chinese Science Bulletin,1984,29(5).
-
4LI YangrongDepartment of Mathematics, Southwest Normal University, Chongqing 630715, China.Entire vectors for unbounded normal operators and abstract Cauchy problems[J].Chinese Science Bulletin,1997,42(15):1253-1256.
-
5JIYOUQING,JIANGCHUNLAN,WANGZONGYAO.THE (u+κ)-ORBIT OF ESSENTIALLY NORMAL OPERATORS AND COMPACT PERTURBATIONS OF STRONGLY IRREDUCIBLE OPERATORS[J].Chinese Annals of Mathematics,Series B,2000,21(2):237-248. 被引量：3
-
6JI YOUQING,JIANG CHUNLAN.THE(U+K)-ORBITS OF ESSENTIALLY NORMAL OPERATORS AND THEIR STRONG IRREDUCIBILITY[J].Chinese Annals of Mathematics,Series B,1998,19(2):217-228.
-
7陈晓漫.AN INEQUALITY OF -QUASI-HYPONORMAL OPERATOR SPECTRUM[J].Chinese Science Bulletin,1984,29(3).
-
8杜鸿科.ON AN INEQUALITY OF HILBERT-SCHMIDT NORM[J].Chinese Science Bulletin,1983,28(10).
-
9Armin Uhlmann.Anti-(conjugate) linearity[J].Science China(Physics,Mechanics & Astronomy),2016,59(3):1-38. 被引量：1
