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Ricotta, Guillaume - Institut de Mathematiques de Bordeaux, Université Bordeaux
LOWER ORDER TERMS FOR THE ONE-LEVEL DENSITIES OF SYMMETRIC POWER L-FUNCTIONS IN THE LEVEL ASPECT
Universit Bordeaux 1 Anne 2009/2010
Les six exercices sont independants. L'enonce comporte 2 pages. TOUTES vos reponses doivent ^etre justifiees.
Universit Bordeaux 1 Anne 2010-2011 Devoir maison N1
HAUTEUR ASYMPTOTIQUE DES POINTS DE HEEGNER GUILLAUME RICOTTA -THOMAS VIDICK
Universite Bordeaux I 2009/10 MHT411 Mathematiques G. Ricotta
REAL ZEROS AND SIZE OF RANKINSELBERG LFUNCTIONS IN THE LEVEL ASPECT
Universite Bordeaux I 2009/10 MHT411A1 Groupe CSB5A1 Mathematiques G. Ricotta
UNIVERSITE MONTPELLIER II SCIENCES ET TECHNIQUES DU LANGUEDOC
ON THE EXPECTED RESULT FOR THE SECOND MOMENT OF TWISTED L-FUNCTIONS
Hauteur asymptotique des points de Heegner Guillaume Ricotta (Universit de Montral), Thomas Vidick (cole Normale Suprieure)
HAUTEUR ASYMPTOTIQUE DES POINTS DE HEEGNER GUILLAUME RICOTTA THOMAS VIDICK
Key words. MSC 2000 : primary 11M26 ; secondary 11Y60 2 B. Adamczewski et al.manuscripta mathematica manuscript No.
MEAN-PERIODICITY AND ZETA FUNCTIONS IVAN FESENKO, GUILLAUME RICOTTA, AND MASATOSHI SUZUKI
STATISTICS FOR LOW-LYING ZEROS OF SYMMETRIC POWER L-FUNCTIONS IN THE LEVEL ASPECT
STATISTICS FOR LOW-LYING ZEROS OF SYMMETRIC POWER L-FUNCTIONS IN THE LEVEL ASPECT
LOWER ORDER TERMS FOR THE ONE-LEVEL DENSITIES OF SYMMETRIC POWER L-FUNCTIONS IN THE LEVEL ASPECT
Mathematisches Forschungsinstitut Oberwolfach Report No. 34/2007
QUESTIONS DE COURS MHT411A GUILLAUME RICOTTA
Universite Bordeaux I 2009/10 MHT411 Mathematiques G. Ricotta
Universite Bordeaux I 2009/10 CSB5A1 Mathematiques G. Ricotta
CURRICULUM VIT Guillaume RICOTTA
ACTA ARITHMETICA The second moment of Dirichlet twists of Hecke L-functions
Real zeros and size of Rankin-Selberg L-functions in the level aspect
Zros rels et taille des fonctions L de
COMPORTEMENT ASYMPOTIQUE DES HAUTEURS DES POINTS DE HEEGNER GUILLAUME RICOTTA ET NICOLAS TEMPLIER
CURRICULUM VIT Guillaume RICOTTA
LA THORIE GNRALE DES GROUPES GUILLAUME RICOTTA
Universite Bordeaux I 2006/07 MISMI Serie E Mathematiques E. Kowalski
MEAN-PERIODICITY AND ZETA FUNCTIONS IVAN FESENKO, GUILLAUME RICOTTA, AND MASATOSHI SUZUKI
A NEW BOUND FOR THE SUP NORM OF AUTOMORPHIC FORMS ON NON-COMPACT MODULAR CURVES IN THE LEVEL ASPECT
