On metric theorems in the theory of uniform distribution
On some arithmetical properties of middle binomial coefficients
On strong uniform distribution. IV.
On the application of the theory of uniform distribution to the solution of differential equations. (Über die Anwendung der Theorie der Gleichverteilung auf die Lösung von Differentialgleichungen.)
On the arithmetic structure of the integers whose sum of digits is fixed
On the fractional parts of and related sequences. II
As promised in the first paper of this series (Ann. Inst. Fourier, 26-4 (1976), 115-131), these two articles deal with the asymptotic distribution of the fractional parts of where is an arithmetical function (namely , , ) and is an integer (or a prime order) running over the interval . The results obtained are rather sharp, although one can improve on some of them at the cost of increased technicality. Number-theoretic applications will be given later on.
On the parity of k-th powers modulo p. A generalization of a problem of Lehmer
Pythagoräische Tripel: Gleichverteilung und geometrische Anwendungen
Relative Gleichverteilung in lokalkompakten Räumen II.
Some Remarks on Countably Determined Measures and Uniform Distribution of Sequences.
Sur les mauvaises répartitions modulo 1
Étude de l’ensemble des réels tels que soit une suite “mal répartie”, étant une suite donnée. Si est assez dense, cet ensemble est dénombrable.
The k-functions in multiplicative number theory. I. On complex explicit formulae
The k-functions in multiplicative number theory. II. Uniform distribution of zeta zeros
Uniform distribution preserving mappings
Well-distributed sequences