  Wireless mobile backhaul networks have been proposed as a substitute in cases
in which wired alternatives are not available due to economical or geographical
reasons. In this work, we study the location problem of base stations in a
given region where mobile terminals are distributed according to a certain
probability density function and the base stations communicate through
microwave backhaul links. Using results of optimal transport theory, we provide
the optimal asymptotic distribution of base stations in the considered setting
by minimizing the total power over the whole network.
