  The Renormalization Group (RG) is one of the central and modern techniques in
quantum field theory. Indeed, quantum field theories can be understood as flows
between fixed points of the RG flow, which represent Conformal Field Theories
(CFT's). Hence, the search and classification of yet unknown non-trivial CFT's
is a legitimate endeavor. Analytical considerations point to the existence of
such a fixed point in pure SU(2) Yang-Mills fields in 5D. This issue has
already been addressed, although inconclusively. We search for this putative
fixed point using lattice Monte Carlo methods. An extended discussion can be
found in [1].
