  In this note, we consider the Landau gauge in the continuum formulation. Our
purposes are twofold. Firstly, we try to work out the consequences of the
recently derived Cucchieri-Mendes bounds on the inverse Faddeev-Popov operator
at the level of the path integral quantization. Secondly, we give an explicit
renormalizable prescription to implement the so-called Landau B-gauges as
introduced by Maas.
