A generalization to the q-convex case of a theorem of Fornæss and Narasimhan
A generalization to the q-convex case of a theorem of Fornæss and Narasimhan
Fornaess and Narasimhan proved (in [8, Thm. 5.3.1]) that, for any complex space X, the identity WPSH(X) = PSH(X) holds, where WPSH(X) denotes the weakly plurisubharmonic functions on X and PSH(X) denotes, as usual, the plurisubharmonic functions on X. When X has no singularities, this identity is clear. For the …