This summer school is the first of two which are planned for 2022/23 seeking to bring together doctoral students and postdocs (and also welcomes more experienced researchers) with experts of the analysis on nilpotent Lie groups. The school will take place 19.-23. September 2022 in the picturesque town of Göttingen at the Mathematical Institute.
The topic of the school is Singular Integral Operators on Nilpotent Lie Groups and Related Topics. In particular, the topics of the advanced courses of the summer school will be:

• Véronique Fischer: Harmonic Analysis on the Heisenberg Group and Related Topics
• Lecture Notes
• Alessio Martini: Evolution PDEs on nilpotent Lie groups and functional calculus for sub-Laplacians
• Lecture 1
• Lecture 2
• Lecture 3
• Lecture 4
• Lecture 5
• Wolfram Bauer: Sub-Riemanian Geometry and Nilpotent Lie Groups
• Lecture 1
• Lecture 2
• Lecture 3 and 4
• Lecture 5
• Additional material - Ultrahyperbolic Operators
• Singular Integral Operators with Flag Kernels.
• Lecture Notes

Contributed Talks

Here, we link the slides of the three contributed talks. For abstracts, see the abstract book of the Summer School.

• Jordy van Velhoven
  Smooth frames in the orbit of a square-integrable representation of a nilpotent Lie group
• Joel Restreppo
  Heat and wave type equations with fully non-local operators on locally compact groups
• 
  Global pseudodifferential calculus on manifolds