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Seiberg-Witten maps and commutator anomalies in noncommutative electrodynamics

We exploit the Seiberg-Witten maps for fields and currents in a U(1) gauge theory relating the noncommutative and commutative (usual) descriptions to obtain the O(θ) structure of the commutator anomalies in noncommutative electrodynamics. These commutators involve the (covariant) current-current algebra and the (covariant) current-field algebra. We also establish the compatibility of the anomalous commutators with the noncommutative covariant anomaly through the use of certain consistency conditions derived here.

preprint2005arXivOpen access
Rabin BanerjeeKuldeep Kumar
hep-th
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Rabin BanerjeeKuldeep Kumar

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