# Partial Regularities of Minimizers of Certain Quadratic Functionals with Unbounded Obstacles

Hong, MC (1992) Partial Regularities of Minimizers of Certain Quadratic Functionals with Unbounded Obstacles. Annali Di Matematica Pura Ed Applicata, 161 113-138.

Author Hong, MC Partial Regularities of Minimizers of Certain Quadratic Functionals with Unbounded Obstacles Annali Di Matematica Pura Ed Applicata 0003-4622 1992-01-01 1992 Article (original research) Not yet assessed 161 113 138 26 FLORENCE IST MAT eng In this paper, we study the partial regularity properties of vector valued functions u minimizing certain quadratic functionals with an unbounded obstacle which is defined by mu = {nu is-an-element-of H-1,H-2 (OMEGA, R(N))\nu(N) greater-than-or-equal-to f(x,nu1(x), ..., nu(N-1)(x)) a.e. on OMEGA, nu - u0 is-an-element-of H-0(1,2) (OMEGA, R(N))}. Variational-ProblemsMinima C1 Provisional Code Unknown