Showing papers by "Miaomiao Zhu published in 2011"
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TL;DR: In this paper, the smoothness of weakly Dirac-harmonic maps from a closed spin Riemann surface into stationary Lorentzian manifold was shown for a class of critical elliptic systems without anti-symmetry structures.
Abstract: We show the smoothness of weakly Dirac-harmonic maps from a closed spin Riemann surface into stationary Lorentzian manifolds, and obtain a regularity theorem for a class of critical elliptic systems without anti-symmetry structures.
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