  We establish strong dynamical localization for a class of multi-particle
Anderson models in a Euclidean space with an alloy-type random potential and a
sub-exponentially decaying interaction of infinite range. For the first time in
the mathematical literature, the uniform decay bounds on the eigenfunction
correlators at low energies are proved, in the multi-particle continuous
configuration space, in the norm-distance and not in the Hausdorff
pseudo-metric.
