Presents the first average-case quasi-polynomial algorithm HEM for unimodular equivalence of d-dimensional integral simplices via permuted Hermite normal form and resolves an open question on pyramid equivalence.
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Unimodular Equivalence of Integral Simplices
Presents the first average-case quasi-polynomial algorithm HEM for unimodular equivalence of d-dimensional integral simplices via permuted Hermite normal form and resolves an open question on pyramid equivalence.