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A complete classification of negative stringy Hodge numbers
The stringy $E$-function is a fundamental invariant of varieties with log-terminal singularities, which was introduced by Batyrev as a singular analogue of the Hodge--Deligne polynomial. Its coefficients (up to an appropriate sign) are the stringy Hodge numbers $h_{\mathrm{str}}^{p,q}(Y)$. We comple
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