Jacobi forms and a certain space of modular forms.
Kongruenzen zwischen Koeffizienten trigonometrischer Reihen und Klassenzahlen quadratisch imaginärer Körper.
Lattice points in elliptic paraboloids.
Metaplectic forms and Gauss sums I
Moments of Sifted Sequences.
More than two fifths of the zeros of the Riemann zeta function are on the critical line.
New formulations of the class number one problem
Newton polyhedra and the degree of the L-function associated to an exponential sum.
Nombres presque premiers et sommes trigonométriques
Nonlinear exponential twists of the Liouville function
Let λ(n) be the Liouville function. We find a nontrivial upper bound for the sum The main tool we use is Vaughan’s identity for λ(n).
Note on a Cubic Character Sum.
On a certain class of exponential sums.
On a congruence relation between Jacobi sums and cyclotomic units.
On a conjecture of Norton
On a multiple trigonometric series
On a product related to the cubic Gauss sum.
On a sum involving the Möbius function
Let be the Ramanujan sum, i.e. , where μ is the Möbius function. In a paper of Chan and Kumchev (2012), asymptotic formulas for (k = 1,2) are obtained. As an analogous problem, we evaluate (k = 1,2), where .
On a sum of Vinogradov
On an asymmetric divisor problem with congruence conditions.
On certain trigonometric sums in several variables.