  The automorphisms group of the 3-dimensional Reeb component with complex
leaves is computed in the case where the component is obtained by the Hopf
construction and the holonomy of the boundary leaf is not tangent to the
identity to the infinite order. Combined with a previous work, for
3-dimensional Reeb components obtained by the Hopf construction, we have an
almost complete description of the groups of leafwise holomorphic smooth
automorphisms.
