  In this paper we study various forms of RG, applying them to the BFSS model
of $N$ coincident D0-branes. Firstly, as a warm-up, we perform standard
Wilsonian RG, investigating the conditions under which supersymmetry is
preserved along the flow. Next, we develop a local RG scheme such that the
cutoff is spacetime dependent, which could have further applications to
studying QFT in curved spacetime. Finally, we test the conjecture put forward
in arXiv:1305.3908 that the method of quantum RG could be the mechanism
responsible for the gauge/gravity duality by applying it to the BFSS model,
which has a known gravitational dual. Although not entirely conclusive some
questions are raised about the applicability of quantum RG as a description of
the AdS/CFT correspondence.
