Distributional boundary values of holomorphic functions on product domains

Abstract

Bω " 0 on Ω ùñ xγ, ωy " 0.(1.3) This is a generalization of the usual tangential Cauchy-Riemann equations for the boundary values of holomorphic functions, in fact, for domains in C n with connected complement, the Weinstock condition is equivalent to γ being B-closed (see the proof of Corollary 1.3 below). In Proposition 2.5