Title of article :
On the spectra of some matrices derived from two quadratic matrices
Author/Authors :
Ozdemir, H , Petik, T
Pages :
14
From page :
225
To page :
238
Abstract :
The relations between the spectrum of the matrix Q+RQ+R and the spectra of the matrices (gamma+delta)Q+(alpha+beta)R−QR−RQ(gamma+delta)Q+(alpha+beta)R−QR−RQ, QR−RQQR−RQ, alphabetaR−QRQalphabetaR−QRQ, alphaRQR−(QR)2alphaRQR−(QR)2, and betaR−QRbetaR−QR have been given on condition that the matrix Q+RQ+R is diagonalizable, where QQ, RR are alpha,betaalpha,beta-quadratic matrix and gamma,deltagamma,delta-quadratic matrix, respectively, of order n
Keywords :
Quadratic matrix , idempotent matrix , spectrum , linear combination , diagonalization
Journal title :
Astroparticle Physics
Serial Year :
2013
Record number :
2406523
Link To Document :
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