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Title: Borg-marchenko-type uniqueness results for CMV operators
Author (s): Gesztesy, Fritz
Zinchenko, Maxim
Department/Lab Affiliations: Mathematics & Statistics
Keywords: Weyl-titchmarsh theory
borg-marchenko-type uniqueness theorems
cmv operators
finite difference operators
orthogonal polynomials
Issue Date: 2008-03
Publisher: Royal Norwegian Society of Sciences and Letters
Citation: Stephen Clark, Fritz Gesteszy, and Maxim Zinchenko. Borg-Marchenko-type Uniqueness Results for CMV Operators, Transactions of the Royal Norwegean Society of Science and Letters, 2008.
Abstract: We prove local and global versions of Borg–Marchenko-type uniqueness theorems for half-lattice and full-lattice CMV operators (CMV for Cantero, Moral, and Vel´azquez [15]). While our half-lattice results are formulated in terms of Weyl–Titchmarsh functions, our full-lattice results involve the diagonal and main off-diagonal Green’s functions.
Type: Article - Journal
text
In Title: Transactions of the Royal Norwegean Society of Science and Letters
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http://www.dknvs.no/publications.htm
Publisher URL:
http://arxiv.org/PS_cache/arxiv/pdf/0803/0803.3175v1.pdf
Link to this page:
http://scholarsmine.mst.edu/post_prints/Borg-Marchenko-TypeUniquenessResultsForCMVO_09007dcc8056e0c1.html



titleBorg-marchenko-type uniqueness results for CMV operators
contributorClark, Stephen L.
contributor.authorGesztesy, Fritz
contributor.authorZinchenko, Maxim
contributor.deptlabMathematics & Statistics
contributor.sponsorNational Science Foundation
subjectWeyl-titchmarsh theory
subjectborg-marchenko-type uniqueness theorems
subjectcmv operators
subjectfinite difference operators
subjectorthogonal polynomials
date.issued2008-03
publisherRoyal Norwegian Society of Sciences and Letters
identifier.citationStephen Clark, Fritz Gesteszy, and Maxim Zinchenko. Borg-Marchenko-type Uniqueness Results for CMV Operators, Transactions of the Royal Norwegean Society of Science and Letters, 2008.
identifier.pub.URI
http://arxiv.org/PS_cache/arxiv/pdf/0803/0803.3175v1.pdf
description.abstractWe prove local and global versions of Borg–Marchenko-type uniqueness theorems for half-lattice and full-lattice CMV operators (CMV for Cantero, Moral, and Vel´azquez [15]). While our half-lattice results are formulated in terms of Weyl–Titchmarsh functions, our full-lattice results involve the diagonal and main off-diagonal Green’s functions.
typeArticle - Journal
type.DCMITypetext
rightsThis material is presented to ensure timely dissemination of scholarly and technical work. Copyright and all rights therein are retained by authors or by other copyright holders. All persons copying this information are expected to adhere to the terms and constraints invoked by each author's copyright. In most cases, these works may not be reposted without the explicit permission of the copyright holder.
rightspolicy unknown
rights.URI
http://www.dknvs.no/publications.htm
relation.isPartOfTransactions of the Royal Norwegean Society of Science and Letters
date.available2008-09-23T20:11:16Z
identifier.persist.URI
http://scholarsmine.mst.edu/post_prints/Borg-Marchenko-TypeUniquenessResultsForCMVO_09007dcc8056e0c1.html