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On the Norms of Hankel Matrices Involving Fibonacci and Lucas Numbers

Author(s): Mehmet Akbulak | Durmuş Bozkurt

Journal: Selçuk Journal of Applied Mathematics
ISSN 1302-7980

Volume: 9;
Issue: 2;
Start page: 45;
Date: 2008;
Original page

Keywords: Fibonacci numbers | Lucas numbers | Hankel matrix | spectral norm | Euclidean norm.

Let us define A=[a_{ij}] and B=[b_{ij}] as n×n Hankel matrices such that a_{ij}≡F_{i+j} and b_{ij}≡L_{i+j} where F and L denote the usual Fibonacci and Lucas numbers, respectively. We have found upper and lower bounds for the spectral norms of these matrices.
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