معرفی
Stefan Wewers is a Professor at Ulm University, affiliated with the Institute of Algebra and Number Theory. His research spans advanced topics in Algebraic Geometry and Number Theory, with a focus on computational and theoretical challenges.
His research interests include:
- L-functions and their functional equations
- Semistable reduction of curves
- Cyclic extensions and local lifting problems
- Wild ramification in number fields
- Nonabelian Chabauty methods
- Mixed Tate motives
Recent publications highlight his contributions to wild ramification (2016), explicit Chabauty-Kim theory (2015), cyclic extensions (2014), and L-functions of hyperelliptic curves (2015). His work often bridges computational techniques with deep theoretical questions in arithmetic geometry.
Supervised lectures include courses in Algorithmic Algebra, Linear Algebra, and advanced seminars in Algebra and Number Theory (2017–2023). No scientific awards are listed in the available data.
