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math.AG2025
On relative integral monodromy of abelian logarithms and normal functions
Yves André
The relative algebraic monodromy of abelian logarithms (defined as the kernel of a map between algebraic monodromy groups attached to an abelian scheme with and without a section)…
math.AG2018★ 12 cited
The Betti map associated to a section of an abelian scheme (with an appendix by Z. Gao)
Yves André, Pietro Corvaja, Umberto Zannier
Given a point on a complex abelian variety , its abelian logarithm can be expressed as a linear combination of the periods of with real coefficients, the Betti coordinat…