Barnes' identities and representations of GL (2). I. Finite field case.
Bilinear forms in the Fourier coefficients of half-integral weight cusp forms and sums over primes.
Binary Kloosterman sums using Stickelberger's theorem and the Gross-Koblitz formula
Bioctic Gauss sums and sixteenth power residue difference sets
Bounds and computational results for exponential sums related to cusp forms
The aim of this paper is to present some computer data suggesting the correct size of bounds for exponential sums of Fourier coefficients of holomorphic cusp forms.
Bounds for automorphic L-functions.
Bounds for double zeta-functions
In this paper we shall derive the order of magnitude for the double zeta-functionof Euler-Zagier type in the region .First we prepare the Euler-Maclaurinsummation formula in a suitable form for our purpose, and then we apply the theory of doubleexponential sums of van der Corput’s type.
Bounds for exponential sums
Bounds for exponential sums and their applications to pseudorandom numbers