  We provide updated bounds on non-standard neutrino interactions based on data
from the Planck satellite as well as auxiliary cosmological measurements. Two
types of models are studied - A Fermi-like 4-point interaction and an
interaction mediated by a light pseudoscalar - and we show that these two
models are representative of models in which neutrinos either decouple or
recouple in the early Universe. Current cosmological data constrain the
effective 4-point coupling to be $G_X \leq \left(0.06 \, {\rm
GeV}\right)^{-2}$, corresponding to $G_X \leq 2.5 \times 10^7 G_F$. For
non-standard pseudoscalar interactions we set a limit on the diagonal elements
of the dimensionless coupling matrix, $g_{ij}$, of $g_{ii} \leq 1.2 \times
10^{-7}$. For the off-diagonal elements which induce neutrino decay the bound
is significantly stronger, corresponding to $g_{ij} \leq 2.3 \times
10^{-11}(m/0.05 \, {\rm eV})^{-2}$, or a lifetime constraint of $\tau \geq 1.2
\times 10^{9} \, {\rm s} \, (m/0.05 \, {\rm eV})^{3} \,$. This is currently the
strongest known bound on this particular type of neutrino decay. We finally
note that extremely strong neutrino self-interactions which completely suppress
anisotropic stress over all of cosmic history are very highly disfavored by
current data ($\Delta \chi^2 \sim 10^4$).
