Soldering Formalism in Noncommutative Field Theory: a Brief Note

In this paper, I develop the Soldering formalism in a new domain the noncommutative planar gauge field theories. The Soldering mechanism fuses two distinct theories showing opposite or complimentary properties of some symmetry, taking into account the interference effects. The above mentioned symmetry is hidden in the composite (or soldered) theory. In the present work it is shown that a pair of noncommutative Maxwell-Chern-Simons theories, having opposite signs in their respective topological terms, can be soldered to yield the noncommutative generalization of the Proca theory. The result is a direct extension of the ordinary spacetime result. The present work further establishes the robustness of the soldering programme.