A Poincaré lemma for Whitney-de Rham complex (Q2630371)

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A Poincaré lemma for Whitney-de Rham complex
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    A Poincaré lemma for Whitney-de Rham complex (English)
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    27 July 2016
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    Summary: Let \(M\) be a real analytic manifold, \(Z\) a closed subanalytic subset of \(M\). We show that the Whitney-de Rham complex over \(Z\) is quasi-isomorphic to the constant sheaf \(\mathbb{C}_Z\).
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    sub analytic sets
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    \(\mathcal D\)-modules
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