Add to ORKGContemporary Math. AMS (à paraître, 26 pages).We show that Sarnak's conjecture on Möbius disjointness holds for all subshifts given by bijective substitutions and some other similar dynamical systems, e.g.\ those generated by Rudin-Shapiro type sequences
International audienceWe show that Sarnak's conjecture on M\"obius disjointness holds in every uniqu...
International audienceWe study the spectral disjointness of the powers of a rank-one transformation....
It is shown that Sarnak's Möbius orthogonality conjecture is fulfilled for the compact metric dynami...
Contemporary Math. AMS (à paraître, 26 pages).We show that Sarnak's conjecture on Möbius disjointnes...
International audienceWe show that Sarnak's conjecture on Möbius disjointness holds for all subshift...
International audienceWe show that Sarnak's conjecture on Möbius disjointness holds for all subshift...
International audienceAn overview of last seven years results concerning Sarnak’s conjecture on Möbi...
We study certain aspects of the Möbius randomness principle and more specifically the Möbius disjoin...
We study certain aspects of the Möbius randomness principle and more specifically the Möbius disjoin...
We establish two ergodic theorems which have among their corollaries numerous classical results from...
We investigate Sarnak's M\"obius Disjointness Conjecture through asymptotically periodic functions. ...
The dynamical systems of bijective substitution sequences in Zd have a mixed dynamical spectrum, whi...
This book concentrates on the modern theory of dynamical systems and its interactions with number th...
International audienceWe study substitutive systems generated by nonprimitive substitutions and show...
International audienceWe show that Sarnak's conjecture on M\"obius disjointness holds in every uniqu...
International audienceWe show that Sarnak's conjecture on M\"obius disjointness holds in every uniqu...
International audienceWe study the spectral disjointness of the powers of a rank-one transformation....
It is shown that Sarnak's Möbius orthogonality conjecture is fulfilled for the compact metric dynami...
Contemporary Math. AMS (à paraître, 26 pages).We show that Sarnak's conjecture on Möbius disjointnes...
International audienceWe show that Sarnak's conjecture on Möbius disjointness holds for all subshift...
International audienceWe show that Sarnak's conjecture on Möbius disjointness holds for all subshift...
International audienceAn overview of last seven years results concerning Sarnak’s conjecture on Möbi...
We study certain aspects of the Möbius randomness principle and more specifically the Möbius disjoin...
We study certain aspects of the Möbius randomness principle and more specifically the Möbius disjoin...
We establish two ergodic theorems which have among their corollaries numerous classical results from...
We investigate Sarnak's M\"obius Disjointness Conjecture through asymptotically periodic functions. ...
The dynamical systems of bijective substitution sequences in Zd have a mixed dynamical spectrum, whi...
This book concentrates on the modern theory of dynamical systems and its interactions with number th...
International audienceWe study substitutive systems generated by nonprimitive substitutions and show...
International audienceWe show that Sarnak's conjecture on M\"obius disjointness holds in every uniqu...
International audienceWe show that Sarnak's conjecture on M\"obius disjointness holds in every uniqu...
International audienceWe study the spectral disjointness of the powers of a rank-one transformation....
It is shown that Sarnak's Möbius orthogonality conjecture is fulfilled for the compact metric dynami...