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DIFFERENTIAL FORMS ON MODULE SPACES OF PARABOLIC BUNDLES FRANCESCO CONTAIN Abstract. Let X be a smooth projective variety, and let PB be a module space of stable parabolic bundles on X. For any ?at

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Differential forms on moduli refers to a mathematical concept that is used to study the geometric properties of moduli spaces.

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Filling out differential forms on moduli involves the computation and manipulation of differential forms using appropriate mathematical techniques.

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The purpose of differential forms on moduli is to provide a mathematical framework for studying geometric structures and properties of moduli spaces.

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