A Melrosian perspective of Friedrich's cylinder at spatial infinity

Jordan Marajh (QMU London)

Jan 12. 2026, 11:00 — 11:30

In this talk, we will explore some similarities and differences when applying the methods of Melrose’s school of Geometric Scattering to Friedrich’s representation of spatial infinity. The context will be surrounding the study of massless fields in a neighbourhood of spatial infinity in the Minkowski spacetime, which satisfy linear wave equations. We compare these results with those obtained using methods developed by Friedrich. This is ongoing work in collaboration with E. Gasperin and J. Valiente Kroon.

Further Information
Venue:
ESI Boltzmann Lecture Hall
Associated Event:
Hyperboloidal Foliations and their Application (Workshop)
Organizer(s):
Roland Donninger (U of Vienna)
David Hilditch (IST Lisboa)
Maciej Maliborski (TU Vienna)
Rodrigo Panosso Macedo (NBI, Copenhagen)
Alex Vañó Viñuales (U de Les Illes Balears)
Anil Colpan Zenginoglu (U of Maryland)