# SUPERSYMMETRIC WZW σ MODEL ON INFINITE AND HALF-PLANE

@article{Zait2005SUPERSYMMETRICW, title={SUPERSYMMETRIC WZW $\sigma$ MODEL ON INFINITE AND HALF-PLANE}, author={R. Zait and M. F. Mourad}, journal={International Journal of Modern Physics A}, year={2005}, volume={20}, pages={2763-2772} }

We study classical integrability of the supersymmetric U(N) σ model with the Wess–Zumino–Witten term on infinite and half-plane. We demonstrate the existence of nonlocal conserved currents of the model and derive general recursion relations for the infinite number of the corresponding charges in a superfield framework. The explicit forms of the first few supersymmetric charges are constructed. We show that the considered model is integrable on infinite plane as a consequence of the conservation… Expand

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