Hodge-Stickelberger polygons for $L$-functions of exponential sums of $P(x^s)$

Régis Blache; Éric Férard; Hui June Zhu

doi:10.4310/MRL.2008.v15.n5.a17

Journal Articles Mathematical Research Letters Year : 2008

Hodge-Stickelberger polygons for $L$-functions of exponential sums of $P(x^s)$

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1

Régis Blache

Function : Author

Laboratoire de Géométrie Algébrique et Applications à la Théorie de l'Information

Éric Férard

Function : Author

Laboratoire de Géométrie Algébrique et Applications à la Théorie de l'Information

Hui June Zhu

Function : Author

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Algebraic Geometry [math.AG]

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https://hal-upf.archives-ouvertes.fr/hal-03417929

Submitted on : Friday, November 5, 2021-11:12:32 PM

Last modification on : Wednesday, August 24, 2022-9:10:21 AM

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hal-03417929 , version 1 (05-11-2021)

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HAL Id : hal-03417929 , version 1
DOI : 10.4310/MRL.2008.v15.n5.a17

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Régis Blache, Éric Férard, Hui June Zhu. Hodge-Stickelberger polygons for $L$-functions of exponential sums of $P(x^s)$. Mathematical Research Letters, 2008, 15 (5), pp.1053-1071. ⟨10.4310/MRL.2008.v15.n5.a17⟩. ⟨hal-03417929⟩

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Hodge-Stickelberger polygons for $L$-functions of exponential sums of $P(x^s)$

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