A DENSITY THEOREM ON AUTOMORPHIC L-FUNCTIONS AND SOME APPLICATIONS 1.
Introduction The distribution of zeros is an important are Page 1 TRANSACTIONS OF THE …

We prove several results on the distribution of values of L-functions at the edge of the critical
strip, by constructing and studying a large class of random Euler products. Among new …

doi: 10.1093/imrn/rnn106 Page 1 Lamzouri, Y. (2008) “The Two-Dimensional Distribution of
Values of ζ(1 + it),” International Mathematics Research Notices, Vol. 2008, Article ID rnn106, 48 …

arXiv:math/0604334v3 [math.NT] 25 Jun 2007 Page 1 arXiv:math/0604334v3 [math.NT] 25
Jun 2007 On a conjecture of Montgomery-Vaughan on extreme values of automorphic L-functions …

EXTREME VALUES OF SYMMETRIC POWER L-FUNCTIONS AT 1 § 1. Introduction The study
on the extreme values of Dirichlet L-functions a Page 1 EXTREME VALUES OF SYMMETRIC …

We study the values of| L (1, F)| for Hecke–Maass cusp forms F on SL (n, Z)(n≥ 3) of large
Langlands parameters. New unconditional results on the extreme values and conditional …

In a previous paper, the authors determined, among other things, the main terms for the one-
level densities for low-lying zeros of symmetric power L-functions in the level aspect. In this …

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 …

In this paper various analytic techniques are combined in order to study the average of a
product of a Hecke-function at the central point in the weight aspect. The evaluation of the …

We consider the distribution of values of symmetric power $ L $-functions of Maass cusp
forms at $ s= 1$ in the weight aspect. We investigate the bounds of symmetric power $ L …