  We consider topological sigma models with generalized Kahler target spaces.
The mirror map is constructed explicitly for a special class of target spaces
and the topological A and B model are shown to be mirror pairs in the sense
that the observables, the instantons and the anomalies are mapped to each
other. We also apply the construction to open topological models and show that
A branes are mapped to B branes. Furthermore, we demonstrate a relation between
the field strength on the brane and a two-vector on the mirror manifold.
