The aim of this research activity is the developement
of methods of asymptotic analysis to be used in problems
coming from analytic number theory:
1. Estimation of multidimensional exponential sums,
of the method of Van der Corput and applications to
lattice point problems.
2. Methods to investigate integral means of number theoretic
3. Applications of the Rankin-Selberg method to
non-holomorphic automorphic forms and order estimation
of the related L-series.