The cyclic group and the transpose of an R-cyclic matrix
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Published:2020-12-15
Issue:1
Volume:85
Page:135-151
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ISSN:0379-4024
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Container-title:Journal of Operator Theory
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language:
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Short-container-title:J. Operator Theory
Author:
Arizmendi Octavio, ,Mingo James A.,
Abstract
We show that using the cyclic group the transpose of an R-cyclic matrix can be decomposed along diagonal parts into a sum of parts which are freely independent over diagonal scalar matrices. Moreover, if the R-cyclic matrix is self-adjoint then the off-diagonal parts are R-diagonal.
Publisher
Theta Foundation
Subject
Algebra and Number Theory
Cited by
1 articles.
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