1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.AG2026
Non-abelian Rees construction and pure motives
Yves André
The classical Rees construction (of common use in commutative algebra and Hodge theory) interpolates between filtrations, viewed as -equivariant vector bundles on th…
math.NT2025
G-functions, motives, and unlikely intersections -- old and new
Yves André
In this survey, we outline the role of G-functions in arithmetic geometry, notably their link with Picard-Fuchs differential equations and periods. We explain how polynomial relati…
math.AG2023★ 1 cited
On the observability of Galois representations and the Tate conjecture
Yves André
The Tate conjecture has two parts: i) Tate classes are linear combination of algebraic classes, ii) semisimplicity of Galois representations (for smooth projective varieties). B. M…