A. Bailleul

activity

20202026

most citedChebyshev's bias in dihedral and generalized quaternion Galois groups

7 citations · 9 across the 7 of their papers we have counts for

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2 papers · 1 filter

math.CO2026

On the largest Sidon subset in a finite subset of $R^{N}$

Alexandre Bailleul, Robin Riblet

We obtain a new lower bound on the largest Sidon subset of an arbitrary finite set of integers. If $H (n)$ denotes the minimum, over all $n$ -element subsets of $Z$ , of the l…

math.CO2025

Large subsets avoiding algebraic patterns

Alexandre Bailleul, Robin Riblet

We prove the existence of a subset of the torus with large sumsets and avoiding all linear patterns. This extends a result of Körner, who had shown that for any integer $q \geq 1$ ,…

On the largest Sidon subset in a finite subset of RN

Large subsets avoiding algebraic patterns

On the largest Sidon subset in a finite subset of $R^{N}$