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Michael Björklund
Professor bitr
Analysis and Probability TheoryAbout Michael Björklund
My research is focused on applications of ergodic theory within different areas of mathematics; primarily within combinatorics, geometric group theory, representation theory and number theory.
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Central limit theorems for generic lattice point
counting
Michael Björklund, A. Gorodnik
Selecta Mathematica-New Series - 2023 -
Effective Multiple Equidistribution of Translated
Measures
Michael Björklund, A. Gorodnik
International Mathematics Research Notices - 2023 -
Central limit theorems for group actions which are exponentially mixing of all
orders
Michael Björklund, A. Gorodnik
Journal d'Analyse Mathematique - 2020 -
Ergodic theorems for coset
spaces
Michael Björklund, Alexander Fish
Journal d'Analyse Mathematique - 2018 -
Aperiodic order and spherical diffraction, I: auto-correlation of regular model
sets
Michael Björklund, Tobias Hartnick, Felix Pogorzelski
Proceedings of the London Mathematical Society - 2018 -
Small product sets in compact
groups
Michael Björklund
Fundamenta Mathematicae - 2017 -
Central limit theorems in the geometry of
numbers
Michael Björklund, Alexander Gorodnik
Electronic Research Announcements in Mathematical Sciences - 2017 -
Quasi-state rigidity for finite-dimensional Lie
algebras
Michael Björklund, Tobias Hartnick
Israel Journal of Mathematics - 2017 -
Twisted patterns in large subsets of
ZN
Michael Björklund, Kamil Bulinski
Commentarii Mathematici Helvetici - 2017 -
Random walks on countable
groups
Michael Björklund
Israel Journal of Mathematics - 2017 -
Characteristic polynomial patterns in difference sets of
matrices
Michael Björklund, A. Fish
Bulletin of the London Mathematical Society - 2016