On the zeta function of monodromy of a polynomial map
On the Zeta Function of Number Fields.
On the zeta functions of prehomogeneous vector spaces for a pair of simple algebras
In this paper we consider the prehomogeneous vector space for a pair of simple algebras which are inner forms of the type and the type. We mainly study the non-split cases. The main purpose of this paper is to determine the principal parts of the global zeta functions associated with these spaces when the simple algebras are non-split. We also give a description of the sets of rational orbits of these spaces, which clarifies the expected density theorems arising from the properties of these...
On the -expansion of an algebraic number in an algebraic base .
On the -factors of motives. II.
On the µ-invariants of cyclotomic fields
On theorems of Niven and Dressler
On theta functions of real algebraic number fields
On theta series vanishing at ∞ and related lattices
On theta type functions associated with the zeros of the Selberg zeta functions.
On three questions concerning -polynomials
We answer three reducibility (or irreducibility) questions for -polynomials, those polynomials which have every coefficient either or . The first concerns whether a naturally occurring sequence of reducible polynomials is finite. The second is whether every nonempty finite subset of an infinite set of positive integers can be the set of positive exponents of a reducible -polynomial. The third is the analogous question for exponents of irreducible -polynomials.
On three-rowed chomp.
On Thue's equation.
On Thue's theorem.
On Tornheim's double series
On torsion in J₁(N)
On torsion in J₁(N), II
On Torsion in the Cohomology of Certain S-arithmetic Groups.
On torsion points on an elliptic curves via division polynomials.
On totally real Hilbert-Speiser fields of type Cₚ