A stress-field W^{1,2} regularity theorem is proved for weighted p-Laplace equations with log-concave weights that can degenerate at the boundary, globally on bounded convex domains and locally on unbounded ones.
Bensoussan, J, Frehse, Regularity results for nonlinear elliptic systems and applications , Applied Mathematical Sciences, Vol
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Second order regularity for degenerate p-Laplace type equations with log-concave weights
A stress-field W^{1,2} regularity theorem is proved for weighted p-Laplace equations with log-concave weights that can degenerate at the boundary, globally on bounded convex domains and locally on unbounded ones.