Orateur
Matthew Kowalski
(University of California, Los Angeles)
Description
We consider infinitely many Calogero-Moser particles on the line. While the system with finitely many particles has been intensively studied, the case of infinitely many particles has so far only been studied in relation to long-wave or continuum limits. In this talk, we establish global well-posedness through integrability, an explicit formula in the sense of Olshanetsky-Perelomov, and construct a non-negative Hamiltonian.