Gradient bounds for p-harmonic systems with vanishing neumann data in a convex domain

Agnid Banerjee, John L. Lewis

Let $ \ti \Om $ be a bounded convex domain in Euclidean $n$ space, $ \hat x \in \ar \ti \Om, $ and $r>0.$ Let $ \ti u = (\ti u^1, \ti u^2, \dots, \ti u^N) $ be a weak solutio…