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Differential Forms and Resolutions on Certain Analytic Spaces II. Flat Resolutions
Published online by Cambridge University Press: 20 November 2018
Extract
This paper gives another construction of (0, p)-forms on a complex analytic space and of the operator. This construction is independent of the one in [1] and apart from the general result of Section 1 of [1], it can be read independently. As in [1], the hypotheses on S are the following: S has normal singularities, its singular locus X is smooth, the exceptional divisor
in a desingularization of S is irreducible.
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- Copyright © Canadian Mathematical Society 1992
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