Séminaire: IECL (Nancy, 12/2018)
Möbius Orthogonality for the Zeckendorf Sum-of-Digits Function
Workshop: Sarnak's Conjecture (San Jose, 12/2018)
Automatic sequences are orthogonal to aperiodic multiplicative functions
Séminaire: Dynamique, Arithmetique, Combinatoire (Aix Marseille, 11/2018)
Automatic sequences are orthogonal to aperiodic multiplicative functions
Séminaire: tournant de théorie des nombres (Grenoble, 03/2018)
Normal subsequences of automatic sequences
Conference: Number Theory and Applications (Sousse, 10/2017)
Möbius orthogonality for the Zeckendorf sum-of-digits function
Conference: Prime Numbers and Automatic Sequences: Determinisimm and Randomness (Marseille, 05/2017)
Möbius orthogonality for the Zeckendorf sum-of-digits function
Workshop: Bridges between Automatic Sequences and Algebra and Number Theory (Montreal, 05/2017)
Automatic Sequences fulfill the Sarnak Conjecture
Workshop: Ergodic Theory and Mobius Disjointness (Marseille, 12/2016)
Automatic Sequences fulfill the Sarnak Conjecture
Séminaire: Teich (Marseille, 09/2016)
Automatic Sequences fulfill the Sarnak Conjecture
Conference: MUDERA (Vienna, 05/2016)
All automatic sequences fulfill the Sarnak Conjecture
Conference on Uniform Distribution Theory (Marseille, 10/2018)
The Rudin-Shapiro sequence and similar sequences are normal along squares
Conference: Numeration (Paris, 05/2018)
Möbius orthogonality for automatic sequences and beyond
Conference: Numeration (Rome, 06/2017)
Normal Subsequences of Automatic Sequences
Conference: Elementary and Analytic Number Theory (Strobl, 09/2016)
All automatic sequences satisfy the Sarnak Conjecture
Séminaire: Dynamique, Arithmetique, Combinatoire (Aix Marseille, 02/2016)
All automatic sequences satisfy the full Sarnak Conjecture
Conference: Number Theory, Numeration Systems, Ergodic Theory (Le Bourget du Lac, 09/2015)
Automatic sequences corresponding to synchronized automata fulfill the Sarnak Conjecture