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The Dolbeault complex in infinite dimensions II
Authors:  szló  Lempert
Institution:Department of Mathematics, Purdue University, West Lafayette, Indiana 47907--1395
Abstract:We study the equation $\overline{\partial }u=f$ on a ball $B(R)\subset l^{1}$, and prove that it is solvable if $f$ is a Lipschitz continuous, closed $(0,1)$-form.

Keywords:$\overline{\partial }$ equation  Banach spaces
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