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Weyl's theorem for operator matrices and the single valued extension property
- Authors
- Jeon, In Ho; Lee, Jae Won
- Issue Date
- Sep-2006
- Publisher
- CAMBRIDGE UNIV PRESS
- Citation
- GLASGOW MATHEMATICAL JOURNAL, v.48, pp.567 - 573
- Journal Title
- GLASGOW MATHEMATICAL JOURNAL
- Volume
- 48
- Start Page
- 567
- End Page
- 573
- ISSN
- 0017-0895
- Abstract
- If bounded linear operators A and B are each reguloid, and have the single valued extension property, then Weyl's theorem holds for all holomorphic functions of all operator matrices M-C = (A C 0 B).
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Related Researcher
- LEE, JAE WON
- College of Engineering (Department of Mathematics and Big Data Science)