Didier Lesesvre

Interests

Arithmetic statistics on automorphic forms deal with understanding the behavior of families of automorphic representations. Those are much better-behaved than isolated representations. The beginning of the story and the aims of arithmetical statistics is well described in this survey.

Publications

• Low-lying zeros for Quaternion Algebras, in preparation
• Counting and Equidistribution for Quaternion Algebras (arXiv)
• Optimal transportation with an oscillation-type cost: the one-dimensional case (arXiv)

Notes

• Introduction to the Selberg Trace Formula (in french)
• Local and global volumes and Tamagawa numbers (in french)
• Families of L-functions and Type of Symmetry (in french)
• Classical proof of the Jacquet-Langlands correspondence (in french)