2 edition of Spectral Theory of Hyponormal Operators (Operator theory, advances and applications) found in the catalog.
Published January 1984 by Administrator in Birkhauser
nodata
Statement | Birkhauser |
Publishers | Birkhauser |
Classifications | |
---|---|
LC Classifications | January 1984 |
The Physical Object | |
Pagination | xvi, 74 p. : |
Number of Pages | 70 |
ID Numbers | |
ISBN 10 | 3764315415 |
Series | |
1 | nodata |
2 | |
3 | |
nodata File Size: 5MB.
3 Some inequalities and embedding theorems. The main subject of the book is the estimates of eigenvalues, especially of the first one, and of eigenfunctions of elliptic operators. 16 The averaging and generalized derivatives. An operator transform from class A to the class of hyponormal operators and its application Integral Equations and Operator Theory 2005 53 4 497 508 2187434 10.
Putnam [ 21] proved three theorems concerning spectral properties of hyponormal operators. Quasinilpotent part of advances and applications) A or p, k -quasihyponormal operators Operator Theory: Advances and Applications 2008 187 199 210 10 Uchiyama A. Vasilescu, A characterization of the joint spectrum in Hilbert spaces, Rev.
III: Dirac and semi-Dirac pairs of differential operators, Operator Theory: Advances and Applications, vol. Kato, Smooth operators and commutators, Studia Math. : On the kernels associated with a class of hyponormal operators. The main results we shall present are those of the author and his collaborators and colleagues, as well as some concerning related topics.
Indeed, the above Theorem 2. The primary goal of our article is to implement some standard spin geometry techniques related to the study of Dirac and Laplace operators on Dirac vector bundles into the multidimensional theory of Hilbert space operators. : The analytic model of a hyponormal operator with rank one self-commutator.
203 2540—559 1996• 2018-01-28 [PDF] Factorization of Matrix and Operator Functions: The State Space Method Operator Theory: Advances and Applications - Removed• Putinar, Hyponormal operators are subscalar, J. Scientiae Mathematicae 2000, 3 1 :87—94. In this sense, log-hyponormal can be considered as 0-hyponormal. In the following, we extend these theorems to quasi-class Ak operators.
49, 50 1948, 1949379-390, 79-93. 3 On other estimates of the first eigenvalue. Spectral properties of class A operators Trends in Mathematics Information Center for Mathematical sciences 2003 6 2 93 98 13 Aluthge A.
This book is devoted to the study of hyponormal and semi-hyponormal operators. I: Quantitative Hartogs-Rosenthal theorems, Proceedings of the 5th International Society for Analysis, Its Applications and Computation Congress, ISAAC 2005, Catania, Italy, 2005, More Progress in Analysis, World Scientific, 2009, 1065-1074.
- 4 Spectral Properties of Elliptic Operators.