  Let $a$, $b$, $p$, $q$ be integers and~$(h_n)$ defined by $h_0=a$, $h_1=b$,
$h_n=ph_{n-1}+qh_{n-2}$, $n=2,3,\dots$. Complementing to certain previously
known results, we study the spectral norm of the circulant matrix corresponding
to $h_0,\dots,h_{n-1}$.
