SEMINARI DI ANALISI MATEMATICA
Evento
- Titolo:
- Fourier integral operators on Lie groupoids
- Quando:
- 30.10.2018 09.00 h
- Dove:
- Palazzo Campana - Torino
- Aula:
- Aula Lagrange
- Relatore:
- Prof. Jean-Marie Lescure
- Afferenza:
- Université Blaise Pascal, Clermont-Ferrand (Francia)
- Proponente:
- S. Coriasco
- Locandina:
-
Descrizione
After giving some basic examples of Lie groupoids, we will explain the rule of convolution of distributions on a Lie groupoid G and its relationship with the symplectic groupoid structure on T^*G found by Coste-Dazord-Weinstein. Secondly, we will explain how to develop a calculus for Fourier Integral Operators on a groupoid G. Finally, we will show that the one parameter group e^{itP}, t ∈ R, where P is a first order elliptic positive G-pseudodifferential operator, consists of G-FIOs in a weaker sense.
Sede
- Sede:
- Palazzo Campana - Sito web
- Via:
- Via Carlo Alberto, 10
- Cap:
- 10123
- Città:
- Torino
- Provincia:
- To
- Paese:
-
Descrizione
Dipartimento di Matematica, Università degli Studi di Torino
