Guignard establishes a higher-dimensional factorization of global ε-factors into local contributions via iterated vanishing cycles and refined Artin conductors.
Deligne, ``La conjecture de Weil : II'', Publications math\'ematiques de l'I.H.E.S., tome 52 (1980), pp
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Geometric local $\varepsilon$-factors in higher dimensions
Guignard establishes a higher-dimensional factorization of global ε-factors into local contributions via iterated vanishing cycles and refined Artin conductors.