Abstract
We compute the four point function of scalar fields in AdS\$\_3\$ charged under
\$U(1)\$ Chern-Simons fields using the bulk version of the operator state
mapping. Then we show how this four point function is reproduced from a CFT\$\_2\$
with a global \$U(1)\$ symmetry, through the contribution of the corresponding
current operator in the operator product expansion, i.e. through the conformal
block of the current operator. We work in a "probe approximation" where the
gravitational interactions are ignored, which corresponds to leaving out the
energy momentum tensor from the operator product expansion.
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