Title of article :
Determinant and inverse of a Gaussian Fibonacci skew-Hermitian Toeplitz matrix
Author/Authors :
Jiang ، Zhaolin - Linyi University , Sun ، Jixiu - Linyi University
Abstract :
In this paper, we consider the determinant and the inverse of the Gaussian Fibonacci skew-Hermitian Toeplitz matrix. We first give the definition of the Gaussian Fibonacci skew-Hermitian Toeplitz matrix. Then we compute the determinant and inverse of the Gaussian Fibonacci skew-Hermitian Toeplitz matrix by constructing the transformation matrices.
Keywords :
Gaussian Fibonacci number , skew , Hermitian Toeplitz matrix , determinant , inverse
Journal title :
Journal of Nonlinear Science and Applications
Journal title :
Journal of Nonlinear Science and Applications