We study some problems on the distribution of values of symmetric power L-functions at s = 1 in both aspects of level and weight: bounds of these values, extreme values, Montgomery-Vaughan's conjecture and distribution functions. Our results generalise and/or improve related results of Royer-Wu, Cogdell-Michel, Lau-Wu and Liu-Royer-Wu
International audienceWe study the moments of the symmetric power L-functions of primitive forms at ...
Abstract. We prove a coarse lower bound for L-functions of Langlands-Shahidi type of generic cuspida...
In this work we investigate the order of vanishing of L( s, chi) and L(s, f) (resp. rchi and rf) at ...
We study one-level and two-level densities for low lying zeros of symmetric power L-functions in the...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
Let $q\equiv 1 \pmod 4$ be a prime power. Consider $D$ to be a square-free monic polynomial over $\m...
Previously circulated under the title "Central values and values at the edge of the critical strip o...
Cette thèse, constitué en trois parties, est consacrée à l'étudie des valeurs spéciales de fonctions...
Abstract. We study the distribution of large (and small) values of several families of L-functions o...
We study the moments of the symmetric power L-functions of primitive forms at the edge of the critic...
AbstractWe study the moments of the symmetric power L-functions of primitive forms at the edge of th...
We establish a mean square estimate on the weight aspect for symmetric square L-functions at every p...
In a previous paper, the authors determined, among other things, the main terms for the one-level de...
We obtain an almost all result on the size of the mth symmetric power L-functions (m = 1, 2, 3, 4) f...
International audienceWe study the moments of the symmetric power L-functions of primitive forms at ...
Abstract. We prove a coarse lower bound for L-functions of Langlands-Shahidi type of generic cuspida...
In this work we investigate the order of vanishing of L( s, chi) and L(s, f) (resp. rchi and rf) at ...
We study one-level and two-level densities for low lying zeros of symmetric power L-functions in the...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
ABSTRACT. We study one-level and two-level densities for low lying zeros of symmetric power L-functi...
Let $q\equiv 1 \pmod 4$ be a prime power. Consider $D$ to be a square-free monic polynomial over $\m...
Previously circulated under the title "Central values and values at the edge of the critical strip o...
Cette thèse, constitué en trois parties, est consacrée à l'étudie des valeurs spéciales de fonctions...
Abstract. We study the distribution of large (and small) values of several families of L-functions o...
We study the moments of the symmetric power L-functions of primitive forms at the edge of the critic...
AbstractWe study the moments of the symmetric power L-functions of primitive forms at the edge of th...
We establish a mean square estimate on the weight aspect for symmetric square L-functions at every p...
In a previous paper, the authors determined, among other things, the main terms for the one-level de...
We obtain an almost all result on the size of the mth symmetric power L-functions (m = 1, 2, 3, 4) f...
International audienceWe study the moments of the symmetric power L-functions of primitive forms at ...
Abstract. We prove a coarse lower bound for L-functions of Langlands-Shahidi type of generic cuspida...
In this work we investigate the order of vanishing of L( s, chi) and L(s, f) (resp. rchi and rf) at ...
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