  For a finite group $G$, a Tambara functor on $G$ is regarded as a
$G$-bivariant analog of a commutative ring. In this analogy, previously we have
defined an ideal of a Tambara functor. In this article, we will demonstrate a
calculation of the prime spectrum of the Burnside Tambara functor, when $G$ is
a cyclic $p$-group for a prime integer $p$.
