On some properties of the Lüroth-type alternating series representations for real numbers
The author investigates probabilistic properties of alternating Lüroth-type series representations for real numbers. Consequently, some asymptotic aspects concerning the speed of convergence of sequences made up with the expansion-digits as well as the distribution of the maximum of the first \(n\) denominators, are given. The paper is didactically written and continues previous results of the author.
Lüroth-type alternating series representations for real numbers
scientific article; zbMATH DE number 1780275