@article{pacard_existence_1993,
title = {Existence {And} {Convergence} {Of} {Positive} {Weak} {Solutions} {Of} {Delta}-{U} = {U}({N}/{N}-2) {In} {Bounded} {Domains} {Of} {R}({N}), {N}-{Greater}-{Than}-{Or}-{Equal}-{To}-3},
volume = {1},
abstract = {For the equation -DELTAu = u(n/N-2) in OMEGA subset-of R(n), we prove the existence of positive weak solutions with prescribed singular set. We also prove the existence of sequences of weak solutions which converge weakly but not strongly in L(n/n-2)(OMEGA).},
number = {3},
journal = {Calculus of Variations and Partial Differential Equations},
author = {Pacard, F.},
year = {1993},
pages = {243--265},
}