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Banks-Zaks fixed point
noun
(quantum
chromodynamics)
In
quantum
chromodynamics
with
massless
flavours,
where
the
number
of
flavours
is
sufficiently
small
(i.e.
small
enough
to
guarantee
asymptotic
freedom,
depending
on
the
number
of
colours),
an
interacting
conformal
fixed
point
of
the
renormalization
group
where
the
value
of
the
coupling
is
less
than
one
(i.e.
one
can
perform
perturbation
theory
in
weak
coupling).
European Central Bank
name
turn-and-bank indicator
noun
shadow banking system
noun
fractional reserve banking
noun
Swiss bank account
noun
Dogger Bank itch
noun
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