  The relative trace formula of Jacquet-Rallis (for unitary groups or general
linear groups) is an identity between periods of automorphic representations
and geometric distributions. In this paper, we prove the transfer between all
geometric terms of unitary groups and those of linear groups. We also show that
all geometric terms are in the weak closure of local regular semi-simple
orbital integrals. We mention an application to the Gan-Gross-Prasad conjecture
for unitary groups.
