  We identify Moore-Read wavefunctions, describing non-abelian statistics in
fractional quantum Hall systems, with the instanton partition of N=2
superconformal quiver gauge theories at suitable values of masses and
\Omega-background parameters. This is obtained by extending to rational
conformal field theories the SU(2) gauge quiver/Liouville field theory duality
recently found by Alday-Gaiotto-Tachikawa. A direct link between the Moore-Read
Hall $n$-body wavefunctions and Z_n-equivariant Donaldson polynomials is
pointed out.
