In this paper, closed forms of the sum formulas for the squares of generalized Fibonacci
numbers are presented. As special cases, we give summation formulas of Fibonacci, Lucas …

In this paper, we obtain explicit Euclidean norm, eigenvalues, spectral norm and
determinant of circulant matrix with the generalized Tribonacci (generalized (r, s, t)) …

In this paper, closed forms of the sum formulas Σn k= 0 xkW2 k; Σn k= 0 xk Σ Wk+ 1Wk and
nk= 0 xkWk+ 2Wk for the squares of generalized Tribonacci numbers are presented. As …

Archive of SID.ir Archive of SID.ir Page 1 A NOTE ON SUM FORMULAS ∑ n k=0 kxkWk AND ∑
n k=1 kxkW−k OF GENERALIZED HEXANACCI NUMBERS Y. Soykan , E. Tasdemir , and TE …

In this paper, we obtain explicit forms of the sum of entries, the maximum column sum matrix
norm, the maximum row sum matrix norm, Euclidean norm, eigenvalues and determinant of …

In this paper, closed forms of the sum formulas Σn k= 0 kxkW2 k and Σn k= 1 kxkW2-k for the
squares of generalized Fibonacci numbers are presented. As special cases, we give sum …

The study is about the different norms of geometric circulant matrices with the sequences
called (s, t)-Jacobsthal,(s, t)-Jacobsthal Lucas and hyperharmonic Jacobsthal numbers. In …

In this work, we study the-circulant matrix such that the entries of are or, where and are-
Mersenne and-Mersenne–Lucas numbers, respectively. We obtain the eigenvalues and …

The study is about the bounds of the spectral norms of r-circulant and geometric circulant
matrices with the sequences called biperiodic Jacobsthal numbers. Then we give bounds for …

In this study, we obtain explicit forms of the sum of entries, the maximum column sum matrix
norm, the maximum row sum matrix norm, Euclidean norm, eigenvalues and determinant of …