10.1016/j.jmaa.2011.05.036

L2-Approximation of differential forms by ∂¯-closed ones on smooth hypersurfaces

Abstract

AbstractIn this paper we study approximation of (0,q−1)-forms with continuous coefficients in a q-convex domain in Cn by ∂¯-closed smooth (0,q−1)-forms in L2-norm on level sets of a smooth strictly q-subharmonic function

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