%0 Journal Article
%T On The Properties Of The Complex Fibonacci And Lucas Numbers With Rational Subscript Via Roots Of The Fibonacci Matrix
%J -
%D 2019
%X In this study, we exploit general techniques from matrix theory to establish some identities for the complex Fibonacci and Lucas numbers with rational subscripts of the forms and . For this purpose, we establish matrix functions and of the Fibonacci matrix of order for integer odd nand discuss some relations between two special matrices functions and , respectively. Also, some identities related to the complex Fibonacci and Lucas numbers with rational subscripts of the forms and are given for every integer odd n and, respectively
%K Fibonacci dizileri
%K Matris fonksiyonlar£¿
%K K£¿k matrisleri
%U http://dergipark.org.tr/erzifbed/issue/43859/431628