1 citations · 1 across the 2 of their papers we have counts for
6 papers
On the Lang-Trotter conjecture for a class of non-generic abelian surfaces
Mohammed Amin Amri
In the present article, we formulate a conjectural uniform error term in the Chebotarev-Sato-Tate distribution for abelian surfaces -isogenous to a product of not $\ove…
Chebotarev-Sato-Tate distribution for abelian surfaces potentially of -type
Mohammed Amin Amri
In this paper, we state a hybrid Chebotarev-Sato-Tate conjecture for abelian varieties and we prove it in several particular cases using current potential automorphy theorems.
A note on the extended Bruinier-Kohnen conjecture
Mohammed Amin Amri, M'hammed Ziane
Let be a cuspform of integral half-weight , whose Fourier coefficients not necessarily real. We verify partially an extension of a conjecture of Bruinier and Kohn…
Simultaneous sign change and equidistribution of signs of Fourier coefficients of two cusp forms
Mohammed Amin Amri
We study the simultaneous sign change of Fourier coefficients of a pair of distinct normalized newforms of integral weight supported on primes power indices, we also prove some equ…
Oscillatory behavior and equidistribution of signs of Fourier coefficients of cusp forms
Mohammed Amin Amri
In this paper, we discuss questions related to the oscillatory behavior and the equidistribution of signs for certain subfamilies of Fourier coefficients of integral weight newform…
Angular changes of complex Fourier coefficients of cusp forms
Mohammed Amin Amri
In this paper, we investigate the "angular changes" behavior of some subfamilies of Fourier coefficients of both integral and half-integral weight holomorphic cusp forms, thus one…