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Jakub
Konieczny
Coordonnées
- Site internet.
- https://jakubmichalkonieczny.wordpress.com/curriculum-vitae/
Thèmes de recherche
Combinatorial number theory, especially applications of ergodic theory.
Activités / CV
CV
"I am a postdoc at the University of Lyon with secondary affiliation at the Jagiellonian University in Kraków.
My research interests are centred around combinatorial number theory, especially applications of ergodic theory. My DPhil thesis is concerned with the study of various additive properties of nil-Bohr sets of integers, which appear naturally in higher order Fouriers analysis. Lately, I have also developed and interest in sequences defined in terms of digital expansions, such as automatic sequences and q-multiplicative sequences.I am a postdoc at the University of Lyon with secondary affiliation at the Jagiellonian University in Kraków.
My research interests are centred around combinatorial number theory, especially applications of ergodic theory. My DPhil thesis is concerned with the study of various additive properties of nil-Bohr sets of integers, which appear naturally in higher order Fouriers analysis. Lately, I have also developed and interest in sequences defined in terms of digital expansions, such as automatic sequences and q-multiplicative sequences."
"I am a postdoc at the University of Lyon with secondary affiliation at the Jagiellonian University in Kraków.
My research interests are centred around combinatorial number theory, especially applications of ergodic theory. My DPhil thesis is concerned with the study of various additive properties of nil-Bohr sets of integers, which appear naturally in higher order Fouriers analysis. Lately, I have also developed and interest in sequences defined in terms of digital expansions, such as automatic sequences and q-multiplicative sequences.I am a postdoc at the University of Lyon with secondary affiliation at the Jagiellonian University in Kraków.
My research interests are centred around combinatorial number theory, especially applications of ergodic theory. My DPhil thesis is concerned with the study of various additive properties of nil-Bohr sets of integers, which appear naturally in higher order Fouriers analysis. Lately, I have also developed and interest in sequences defined in terms of digital expansions, such as automatic sequences and q-multiplicative sequences."
Membre du Labex MILYON
16/09/2020 au 15/09/2022
Encadrant et laboratoire d’accueil
Boris Adamzewski, Institut Camille Jordan, Université Claude Bernard Lyon 1