Albeverio, Sergio and Mazzucchi, Sonia (2006) Theory and applications of infinite dimensional oscillatory integrals. UNSPECIFIED. (Unpublished)
Abstract
Theory and main applications of infinite dimensional oscillatory integrals are discussed, with special attention to the relations with the original work of K. Ito in this area. New developments related to polynomial interactions are also presented.
Item Type: | Departmental Technical Report |
Department or Research center: | Mathematics |
Subjects: | UNSPECIFIED |
Uncontrolled Keywords: | oscillatory integrals, Feynman path integrals, stationary phase, K. Ito, polynomial potentials, semiclassical expansions, trace formula, Chern-Simons model |
Additional Information: | AMS-Classification: 28C20, 35Q40, 46F20, 60G60, 81S40, 81T10, 81T45, 81P15, 35C20 |
Report Number: | UTM 701, September 2006 |
Repository staff approval on: | 11 Sep 2006 |
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