| Authors: | Nigel Higson |
| Title: | Meromorphic continuation of zeta functions associated to elliptic operators |
| Publication Information: | Contemp. Math., 365 (2004), 129-142 |
| Abstract: | We give a new proof of the meromorphic continuation property of zeta functions associated to elliptic operators. The argument adapts easily to the hypoelliptic operators considered by Connes and Moscovici in their recent work on transverse index theory in noncommutative geometry. |