Dominic Vella

In 1989, Alain Connes showed in his famous trace theorem that the notion of integration on a compact manifold $M$ is preserved in noncommutative geometry using a class of singular traces on pseudo-differential operators of order $-d$ on $L_2(M)$. However, when $M$ is only locally compact, technicalities ensue. In this talk, we discuss how the use of residue theorems can overcome these technicalities. Joint work with D. Potapov, F. Sukochev and D. Zanin.
Dominic Vella
University of New South Wales
Thu, 06/09/2018 - 12:00pm
RC-4082, The Red Centre, UNSW