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Bulletin of the Iranian Mathematical Society
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ON THE SPECTRA OF SOME MATRICES DERIVED FROM TWO QUADRATIC MATRICES

Articles in Press, Accepted Manuscript , Available Online from 23 December 2011  XML
Document Type: Research Paper
Authors
1Tuğba Petik; 2Halim Ozdemir
1Department of Mathematics, University of Sakarya,TR54187, Sakarya, Turkey
2Department of Mathematics, University of Sakarya, TR54187, Sakarya, Turkey
Abstract
begin{abstract}
The relations between the spectrum of the matrix $Q+R$ and the spectra of the matrices
$(gamma + delta)Q+(alpha + beta)R-QR-RQ$, $QR-RQ$, $alpha beta R-QRQ$, $alpha RQR-(QR)^{2}$,
and $beta R-QR$ have been given on condition that the matrix $Q+R$ is diagonalizable, where $Q$,
$R$ are ${alpha, beta}$-quadratic matrix and ${gamma, delta}$-quadratic matrix, respectively, of order $n$.
end{abstract}
Keywords
Quadratic matrix; idempotent matrix; spectrum; linear combination; diagonalization
Main Subjects
15-XX Linear and multilinear algebra; matrix theory
Statistics
Article View: 40
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