  In this work, we study the generalized degrees-of-freedom (GDoF) of downlink
and uplink cellular networks, modeled as Gaussian interfering broadcast
channels (IBC) and Gaussian interfering multiple access channels (IMAC),
respectively. We focus on regimes of low inter-cell interference, where
single-cell transmission with power control and treating inter-cell
interference as noise (mc-TIN) is GDoF optimal. Recent works have identified
two relevant regimes in this context: one in which the GDoF region achieved
through mc-TIN for both the IBC and IMAC is a convex polyhedron without the
need for time-sharing (mc-CTIN regime), and a smaller (sub)regime where mc-TIN
is GDoF optimal for both the IBC and IMAC (mc-TIN regime). In this work, we
extend the mc-TIN framework to cellular scenarios where channel state
information at the transmitters (CSIT) is limited to finite precision. We show
that in this case, the GDoF optimality of mc-TIN extends to the entire mc-CTIN
regime, where GDoF benefits due to interference alignment (IA) are lost. Our
result constitutes yet another successful application of robust outer bounds
based on the aligned images (AI) approach.
