My thesis is entitled
Zéros réels et taille des
fonctions L de Rankin-Selberg par rapport au niveau
(Real zeros and
size of Rankin-Selberg L-functions in the level aspect).
I defended my thesis on 25 June 2004 at
Université de Montpellier 2.
This thesis establishes an
asymptotic formula for the harmonic mollified second moment of a family of
Rankin-Selberg L-functions in the level aspect. Such formula has many
applications such as the study of the real zeros and of the size of these
The referees were Professors E. Fouvry and H. Iwaniec. The members of my PhD
examining board were:
Professor B. Conrey,
Professor E. Fouvry,
Professor E. Kowalski,
Professor P. Michel,
Professor R. Silhol.
of my defense :
You can also download my
thesis on the website thèses-EN-ligne.
The codes of the programs
cte.mws ctemumubar.mws vg.mws inte.mws