On Furstenberg systems of aperiodic multiplicative functions of Matomaki, Radziwill and Tao

Abstract

It is shown that in a class of counterexamples to Elliott's conjecture by Matomaki, Radziwill and Tao, the Chowla conjecture holds along a subsequence.

References in corpus (3)

• An averaged form of Chowla's conjecture
• Asymptotics for multilinear averages of multiplicative functions
• Linear correlations of multiplicative functions