Title of article :
A Single Formula for Integer Powers of Certain Real Circulant Matrix of Odd and Even Order
Author/Authors :
oteles, ahmet dicle university - faculty of education - department of mathematics, Turkey , akbulak, mehmet siirt university - faculty of art and science - department of mathematics, Turkey
Abstract :
In this paper, we derive a single formula for the entries of the rth (r Ɛ N) power of a certain real circulant matrix of odd and even order, in terms of the Chebyshev polynomials of the first and second kind. In addition, we give two Maple 13 procedures along with some numerical examples in order to verify our calculation.
Keywords :
Circulant matrix , Chebyshev polynomial , Eigenvalue , Eigen , vector , Jordan s form
Journal title :
General Mathematics Notes
Journal title :
General Mathematics Notes
