  Exotic duality suggests a link between gauge theories for differential
p-forms and tensor fields of mixed symmetry [D-2,p] in D spacetime dimensions.
On the other hand, standard Hodge duality relates p-form to (D-p-2)-form gauge
potentials by exchanging their field equations and Bianchi identities.
Following the methodology and the recent proposal of Henneaux, Lekeu and
Leonard that the double dual of the free graviton is algebraically related to
the original graviton and does not provide a new, independent description of
the gravitational field, we examine the status of exotic duality for p-forms.
We find that the exotic dual is algebraically related to the standard dual of a
differential form and therefore they provide equivalent descriptions as free
fields. Introducing sources then leads to currents being proportional. This
relation is extended in a straightforward way for higher exotic duals of the
mixed symmetry type [D-2,...,D-2,p].
