A Best Lower Bound for Good Lattice Points.
A bound for the discrepancy of digital nets and its application to the analysis of certain pseudo-random number generators
A combinatorial method for construction normal numbers.
A comparison of dispersion and Markov constants
A construction of low-discrepancy sequences using global function fields
A general discrepancy estimate based on p-adic arithmetics
A generalization of NUT digital (0,1)-sequences and best possible lower bounds for star discrepancy
In uniform distribution theory, discrepancy is a quantitative measure for the irregularity of distribution of a sequence modulo one. At the moment the concept of digital (t,s)-sequences as introduced by Niederreiter provides the most powerful constructions of s-dimensional sequences with low discrepancy. In one dimension, recently Faure proved exact formulas for different notions of discrepancy for the subclass of NUT digital (0,1)-sequences. It is the aim of this paper to generalize the concept...
A Method for Exact Calculation of the Stardiscrepancy of Plane Sets Applied to the Sequences of Hammersley.
A new moment problem of distribution functions in the unit interval
A notion of diaphony based on p-adic arithmetic
A Sequence Has Almost Nowhere Small Discrepancy.
A two-dimensional van Aardenne-Ehrenfest theorem in irregularities of distribution
Actions of sets of integers on irrationals
Addendum to “On the problem”
Almost Constant Sequences and Well-Distribution in Compact Groups.
Almost Constant Sequences of Transformations.
Almost periodic functions and uniform distribution mod 1.
An Asymptotic Relation Between the Extreme Discrepancy and the Lp-Discrepancy.
An equivalent of Kronecker's theorem for powers of an algebraic number and structure of linear recurrences of fixed length
An improved estimate on the distribution mod 1 of powers of real matrices