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math.NT2018
Low-lying zeros of L-functions for Quaternion Algebras
Didier Lesesvre
The density conjecture of Katz and Sarnak predicts that, for natural families of L-functions, the distribution of zeros lying near the real axis is governed by a group of symmetry.…
math.NT2018★ 2 cited
Counting and Equidistribution for Quaternion Algebras
Didier Lesesvre
We aim at studying automorphic forms of bounded analytic conductor in the division quaternion algebra setting. We prove the equidistribution of the universal family with respect to…