INVERTIBILITY AND SPECTRA OF OPERATORS ON TENSOR PRODUCTS OF HILBERT SPACES
Published online by Cambridge University Press: 15 January 2004
Abstract
A class of operators on a tensor product of separable Hilbert spaces is considered. It contains various traditional operators. Invertibility, positive invertibility conditions and estimates for the norm of the resolvents are established. In addition, bounds for the spectrum are suggested. Applications to partial integral and integro-differential operators are discussed.
- Type
- Research Article
- Information
- Copyright
- 2004 Glasgow Mathematical Journal Trust
Footnotes
- 5
- Cited by