Abstract
We refer to [4] for a proof of the (affine) Darboux theorem in the category A-Mod X of A-modules, defined on a fixed topological space X. Hereby, we present another proof of the same theorem, based on E. Cartan's approach, keeping, as is done in [4], the condition affixed to the coefficient algebra sheaf A, that is, A satisfies the inverse-closed section condition.
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