  We investigate the cluster-tilted algebras of finite representation type over
an algebraically closed field. We give an explicit description of the relations
for the quivers for finite representation type. As a consequence we show that a
(basic) cluster-tilted algebra of finite type is uniquely determined by its
quiver. Also some necessary conditions on the shapes of quivers of
cluster-tilted algebras of finite representation type are obtained along the
way.
