News
Research news
The preprint "Elementary bounded generation for SLn for global function fields and n ≥ 3
" by Alexander Trost has been recently uploaded to the arXiv!Link to the paper: arXiv:2206.13958
Abstract:
This paper shows that the group SLn(R) is boundedly elementary generated for n≥3 and R the ring of algebraic integers in a global function field. Contrary to previous statements for number fields and earlier statements for global function fields, the bounds proven in this preprint for elementary bounded generation are independent of the underlying global function field and only depend on the integer n. Combining our main result with earlier results, we further establish that elementary bounded generation always has bounds independent from the global field in question, only depending on n.
Marc Burger's Prime
In a few weeks, Marco Lotz is attending the conference "Marc Burger's Prime", in honor of Marc Burger's 60 years.
See you there!
Talks - Olga Varghese
On Thursday 23 June, Olga Varghese will give a talk on "Automatic continuity-prominent examples in geometric group theory" at the Algebra seminar in Dijon.
See you there!