  Anomalies are one essential concept for the renormalization of noncommutative
(NC) gauge theories. A NC space can be visualized as a deformation of the usual
spacetime with the $\star$-product and can be constructed after the
quantization of a given space with its symplectic structure. The Seiberg-Witten
(SW) map connects NC fields, transformations parameters and gauge potential to
their commutative analogs. In this work we used the SW map to calculate the NC
version of the anomaly of the BV quantized chiral Schwinger model with nonlocal
regularization.
