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Diagonal pencils and Hasse-Witt invariants

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KA2W03 - Mathematical physics: algebraic cycles, strings and amplitudes

Using a natural combinatorial generalization of the Fermat quartic and the Batyrev mirror symmetry construction, we obtain a collection of K3 surface pencils of generic Picard rank 19 in Gorenstein Fano toric varieties. We characterize point counts on these varieties over finite fields using Picard-Fuchs equations and classical hypergeometric functions.

This talk is part of the Isaac Newton Institute Seminar Series series.

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