Triple Massey products for higher genus curves

Frauke M Bleher; Ted Chinburg; Jean Gillibert

doi:10.48550/arxiv.2506.09837

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Triple Massey products for higher genus curves

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Triple Massey products for higher genus curves

Frauke M Bleher, Ted Chinburg and Jean Gillibert

ArXiV.org

Cornell University

06/11/2025

DOI: 10.48550/arxiv.2506.09837

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Preprint (Author's original)This preprint has not been evaluated by subject experts through peer review. Preprints may undergo extensive changes and/or become peer-reviewed journal articles. Open Access

Abstract

We study the vanishing of triple Massey products for absolutely irreducible smooth projective curves over a number field. For each genus g > 1 and each prime ℓ > 3, we construct examples of hyperelliptic curves of genus g for which there are non-empty triple Massey products with coefficients in Z/ℓ that do not contain 0.

Mathematics - Algebraic Geometry

Mathematics - Number Theory

Details

Title: Subtitle: Triple Massey products for higher genus curves
Creators: Frauke M Bleher
Ted Chinburg
Jean Gillibert
Resource Type: Preprint
Publication Details: ArXiV.org
DOI: 10.48550/arxiv.2506.09837
ISSN: 2331-8422
Publisher: Cornell University; Ithaca, New York
Language: English
Date posted: 06/11/2025
Academic Unit: Mathematics
Record Identifier: 9984829023902771

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