• Lineare Algebra 2
• Mathematik 2 für Informatik

• Lineare Algebra 1
• Mathematik 1 für Informatik

Courses this summer consist of asynchronous online lectures combined with synchronous meetings for exercises, questions, etc. This applies to both lectures:

• Algebra
• Algebraische Statistik

and also the compact course:

• MathCoRe Compact Course on Tensors, March 29 - April 9, 2021

• Forschungssemester

All teaching in this summer is remote and mostly asynchronous! Anybody with a Moodle account can join

• Lineare Algebra II
• Proseminar Algebra und Geometrie
• Vorlesung Geometrie

• Lineare Algebra I
• Mathematik für Informatik I

• Lineare Algebra II
• Algebra II

• Lineare Algebra I
• Mathematik für Informatik I
• co-organizing the IAG Oberseminar

• Lineare Algebra II
• co-organizing the IAG Oberseminar

• Lineare Algebra I
• co-organizing the IAG Oberseminar
• MathCoRe compact course on complexity reduction (March 2018)

• Vorlesung Anwendbare Algebra
• Seminar Anwendbare Algebra
• co-organizing the IAG Oberseminar

• Computeralgebra.
• co-organizing the IAG Oberseminar

• Algebra
• co-organizing the IAG Oberseminar
• CDS theory seminar

• Algebra 2
• co-organizing the IAG Oberseminar
• CDS theory seminar

• Commutative algebra
• co-organizing the IAG Oberseminar
• CDS theory seminar

• Co-organizing the IAG Oberseminar
• CDS theory seminar

• Reading Seminar "Algebraic Statistics"
• Co-organizing the IAG Oberseminar
• CDS theory seminar

• Co-organizing the algebra seminar.

• Übungsleitung Mathematik 2 für Elektrotechnik und Informationstechnik (in German).
• Monomial and Binomial Ideals
  • Lecture: Mondays 12-14 in 03.08.011 (Garching)
  • Exercises: tbd.
• Summer school in algebraic statistcs in Nordfjordeid, Norway: http://tiny.cc/AlgStatSchool2013

• Post-Doc assistent at summer school Algebraic Geometry for Applications, Georgia Tech, Atlanta, USA.

• Post-Doc assistent at summer school Commutative Algebra, MSRI, Berkeley, USA. Video of a talk on generators of toric ideals (and what they are good for).

• Lecture "Binomial Ideals, Combinatorics, and Statistics" at MPI-MiS, Leipzig, Germany.