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Differential forms and Hodge numbers for toric complete intersections
Published 9 Jun 2011 in math.AG | (1106.1826v1)
Abstract: We discuss conditions for complete intersections in a toric variety which allow to compute Hodge numbers if the complete intersection is a quasi-smooth complete variety. A preliminary step is the computation of the Euler characteristic of differential forms, we also look at symmetric or arbitrary forms instead of the usual alternating ones.
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