Third symmetric power -functions for
Thirty-nine perfect numbers and their divisors.
Thomas’ conjecture over function fields
Thomas’ conjecture is, given monic polynomials
Thompson's Problem (... =3).
Three additive cubic equations
Three aspects of partitions.
Three classical results on representations of a number.
Three diagonal quadratic forms
Three open problems and a conjecture
In this paper we solve three open problems and a conjecture related to the calculations of some classes of multiple series posed by Furdui in [1].
Three problems for polynomials of small measure
Three restricted product-sum partition functions
Three two-dimensional Weyl steps in the circle problem I. The Hessian determinant
1. Summary. In a sequence of three papers we study the circle problem and its generalization involving the logarithmic mean. Most of the deeper results in this area depend on estimates of exponential sums. For the circle problem itself Chen has carried out such estimates using three two-dimensional Weyl steps with complicated techniques. We make the same Weyl steps but our approach is simpler and clearer. Crucial is a good understanding of the Hessian determinant that appears and a simple...
Three two-dimensional Weyl steps in the circle problem II. The logarithmic Riesz mean for a class of arithmetic functions
1. Summary. In Part II we study arithmetic functions whose Dirichlet series satisfy a rather general type of functional equation. For the logarithmic Riesz mean of these functions we give a representation involving finite trigonometric sums. An essential tool here is the saddle point method. Estimation of the exponential sums in the special case of the circle problem will be the topic of Part III.
Three-dimensional symmetric shift radix systems
Thue equations over algebraic function fields
Thue equations with composite fields
Thue-Mahler equations with a small number of solutions.
Thue's Fundamentaltheorem, I: The general case
Thue's Theorem in positive characteristic.
Tijdeman's Iterative Algorithm