Patterns with several multiple eigenvalues

Identified are certain special periodic diagonal matrices that have a predictable number of pairedeigenvalues. Since certain symmetric Toeplitz matrices are special cases, those that have several multiple 5eigenvalues are also investigated further. This work generalizes earlier work on response matr...

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Bibliographic Details
Main Authors:	Dorsey J., Johnson C.R., Wei Z.
Format:	Article
Language:	English
Published:	De Gruyter 2014-02-01
Series:	Special Matrices
Subjects:	multiple eigenvalues patterned matrix special periodic diagonal matrices (pdm) symmetric toeplitz matrices 15a18 15b05 15b57 15b99
Online Access:	https://doi.org/10.2478/spma-2014-0020

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spelling	doaj-1ade41b525424e63a2da856409179a442021-10-02T17:49:17ZengDe GruyterSpecial Matrices2300-74512014-02-012110.2478/spma-2014-0020spma-2014-0020Patterns with several multiple eigenvaluesDorsey J.0Johnson C.R.1Wei Z.2Department of Mathematics, Case Western Reserve University, Ohio, USADepartment of Mathematics, College of William and Mary, Virginia, USADepartment of Mathematics, Imperial College London, UKIdentified are certain special periodic diagonal matrices that have a predictable number of pairedeigenvalues. Since certain symmetric Toeplitz matrices are special cases, those that have several multiple 5eigenvalues are also investigated further. This work generalizes earlier work on response matrices from circularlysymmetric models.https://doi.org/10.2478/spma-2014-0020multiple eigenvalues patterned matrix special periodic diagonal matrices (pdm) symmetric toeplitz matrices15a18 15b05 15b57 15b99
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	Dorsey J. Johnson C.R. Wei Z.
spellingShingle	Dorsey J. Johnson C.R. Wei Z. Patterns with several multiple eigenvalues Special Matrices multiple eigenvalues patterned matrix special periodic diagonal matrices (pdm) symmetric toeplitz matrices 15a18 15b05 15b57 15b99
author_facet	Dorsey J. Johnson C.R. Wei Z.
author_sort	Dorsey J.
title	Patterns with several multiple eigenvalues
title_short	Patterns with several multiple eigenvalues
title_full	Patterns with several multiple eigenvalues
title_fullStr	Patterns with several multiple eigenvalues
title_full_unstemmed	Patterns with several multiple eigenvalues
title_sort	patterns with several multiple eigenvalues
publisher	De Gruyter
series	Special Matrices
issn	2300-7451
publishDate	2014-02-01
description	Identified are certain special periodic diagonal matrices that have a predictable number of pairedeigenvalues. Since certain symmetric Toeplitz matrices are special cases, those that have several multiple 5eigenvalues are also investigated further. This work generalizes earlier work on response matrices from circularlysymmetric models.
topic	multiple eigenvalues patterned matrix special periodic diagonal matrices (pdm) symmetric toeplitz matrices 15a18 15b05 15b57 15b99
url	https://doi.org/10.2478/spma-2014-0020
work_keys_str_mv	AT dorseyj patternswithseveralmultipleeigenvalues AT johnsoncr patternswithseveralmultipleeigenvalues AT weiz patternswithseveralmultipleeigenvalues
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Patterns with several multiple eigenvalues

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