AbstractThe Chowla-Selberg formula is a monomial relation connecting the values of certain automorphic form at special points to the values of Γ functions at rational points. A generalization of this formula is established in the context of CM-fields: the values of a distinguished Hilbert automorphic form at special points are expressed in terms of multiple Γ functions
In the 1980s, Zagier and Jacquet and Zagier tried to derive the Selberg trace formula by applying th...
In this paper we study the behavior of certain generalized Chebyshev functions over the square r-fre...
In this paper we study the behavior of certain generalized Chebyshev functions over the square r-fre...
In this paper we establish a Chowla-Selberg formula for abelian CM fields. This is an identity whic...
In this thesis we start by giving a quick review of the classical Chowla-Selberg formula. We then re...
In this paper, we prove a special value formula of level N of Rankin-Selberg L-function associated t...
In this paper we prove a formula which generalizes the famous Chowla-Selberg formula to the cases of...
The purpose of this note is to present an identity which generalizes a formula of Chowla and Selberg...
In this thesis we study integrals of a product of two automorphic forms of weight 2 on a Shimura cur...
In this thesis we study integrals of a product of two automorphic forms of weight 2 on a Shimura cur...
Abstract. For a CM-field K, Shimura defined the period symbol pK by factorizing periods of abelian v...
In this paper, we prove new cases of Blasius' and Deligne's conjectures on the algebraicity of criti...
AbstractWe compute explicitly the Selberg trace formula for principal congruence subgroups of PGL(2,...
In Part I [Automorphic forms, representation theory and arithmetic, Pap. Colloq., Bombay 1979, 303-3...
Abstract. In this paper, we reinterpret the Colmez conjecture on Faltings ’ height of CM abelian var...
In the 1980s, Zagier and Jacquet and Zagier tried to derive the Selberg trace formula by applying th...
In this paper we study the behavior of certain generalized Chebyshev functions over the square r-fre...
In this paper we study the behavior of certain generalized Chebyshev functions over the square r-fre...
In this paper we establish a Chowla-Selberg formula for abelian CM fields. This is an identity whic...
In this thesis we start by giving a quick review of the classical Chowla-Selberg formula. We then re...
In this paper, we prove a special value formula of level N of Rankin-Selberg L-function associated t...
In this paper we prove a formula which generalizes the famous Chowla-Selberg formula to the cases of...
The purpose of this note is to present an identity which generalizes a formula of Chowla and Selberg...
In this thesis we study integrals of a product of two automorphic forms of weight 2 on a Shimura cur...
In this thesis we study integrals of a product of two automorphic forms of weight 2 on a Shimura cur...
Abstract. For a CM-field K, Shimura defined the period symbol pK by factorizing periods of abelian v...
In this paper, we prove new cases of Blasius' and Deligne's conjectures on the algebraicity of criti...
AbstractWe compute explicitly the Selberg trace formula for principal congruence subgroups of PGL(2,...
In Part I [Automorphic forms, representation theory and arithmetic, Pap. Colloq., Bombay 1979, 303-3...
Abstract. In this paper, we reinterpret the Colmez conjecture on Faltings ’ height of CM abelian var...
In the 1980s, Zagier and Jacquet and Zagier tried to derive the Selberg trace formula by applying th...
In this paper we study the behavior of certain generalized Chebyshev functions over the square r-fre...
In this paper we study the behavior of certain generalized Chebyshev functions over the square r-fre...
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