Noncommutative (2 + 1) -dimensional Anandan effects

By identifying the model of a relativistic spin-half neutral particle which possesses magnetic and electric dipole moments interacting with an electromagnetic field as the U(1) gauge theory, we study the Anandan phase in (2+1)-dimensional noncommutative space-time by applying the Seiberg-Witten map. We find that up to the first order of the noncommutative parameter, Anandan phase does not receive any corrections due to the spatial noncommutativity. Our result also indicates that phases of either Aharonov-Casher or He-Mckellar-Wilkens effects can receive corrections due to spatial noncommutativity.