EXPLICIT DETERMINANTS OF THE FIBONACCI RFPLR CIRCULANT AND LUCAS RFPLR CIRCULANT MATRIX
Let A be a row first-plus-last right circulant matrix and C be a row first-plus-last left circulant matrix whose first rows are and respectively, where is the Fibonacci number and is the Lucas number. In this paper, by using the inverse factorization of polynomial of degree n, the explicit determinants of matrices A and C are expressed by utilizing only the Fibonacci and Lucas numbers.
determinant, Fibonacci, Lucas, RFPLR circulant matrix, FRPLL circulant matrix.