  We continue the study of the nocommutative $AdS_2 / CFT_1$ correspondence. We
extend our previous results obtained for a free massless scalar field to the
case of a massive scalar field. Both the free and interacting cases are
considered. For both cases it is confirmed that to the leading order in
noncommutative corrections the 2- and 3-point correlation functions have the
form that is assumed by some (yet unspecified) dual $CFT$. We also argue that
there does not exist a map which connects the commutative model to its
non-commutative counterpart, and therefore the conformal behaviour of the
noncommutative correlators is a non-trivial result.
