  In arXiv:1301.3829 and arXiv:1501.05148 I. M. Suslov proposes a theoretical
description for the interplay between disorder and superconductivity that,
among other things, claims to predict situations where superconductivity is
enhanced by disorder. In this comment we show that Suslov's results do not make
any sound predictions relating to this problem. Suslov also suggests that the
percolation approach recently employed by the authors to compute the global
critical temperature of inhomogeneous superconductors induced by weak
multifractality is not satisfactory. We refute Suslov's opinion using simple
ideas from the Bardeen-Cooper-Schiaffer (BCS) theory of superconductivity. More
importantly we stress that our theory makes quantitative analytical predictions
for observables such as the global critical temperature and the spatial
distribution of the order parameter. Our work can therefore be easily confirmed
or disproved through either numerical or experimental study.
