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A unified family of counterexamples to Batyrev's non-negativity conjecture on stringy Hodge numbers
Recently, Huang and Satriano determined the sharp dimension threshold for Batyrev's non-negativity conjecture on stringy Hodge numbers: the conjecture holds in dimensions at most four and fails in every dimension at least five. We show that their counterexamples fit into a single broad three-paramet
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