Global weak solutions for wave maps from R^n to S^{L-1} are recovered as singular limits of minimizers of exponentially weighted elliptic regularized functionals with initial data as boundary conditions.
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On Variational Approximations For Wave Maps
Global weak solutions for wave maps from R^n to S^{L-1} are recovered as singular limits of minimizers of exponentially weighted elliptic regularized functionals with initial data as boundary conditions.