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Paycha, Sylvie - Laboratoire de Mathématiques, Université Blaise Pascal Clermont-Ferrand
Anomalies and regularization techniques in mathematics and physics
Can an infinite dimensional space have a finite ``dimension''?
Noncommutative formal Taylor expansions and second quantised regularised traces
Zetaregularized traces versus the Wodzicki residue as tools in quantum field theory and infinite dimensional geometry.
December 26, 2005 11:22 Proceedings Trim Size: 9in x 6in WS5 CONFORMAL ANOMALIES VIA CANONICAL TRACES
(Second) Quantised resolvents and regularised traces
Renormalised ChernWeil forms associated with families of Dirac operators #
Shu#e relations for regularised integrals of Dominique MANCHON, Sylvie PAYCHA
From tracial anomalies to anomalies in Quantum Field Theory
Prologomon to renormalisation; analytic aspects (draft in Sylvie PAYCHA
WEIGHTED TRACES ON ALGEBRAS OF PSEUDODIFFERENTIAL OPERATORS AND GEOMETRY ON LOOP GROUPS
RESEARCH TOPICS Sylvie PAYCHA
Renormalised multiple integrals of symbols with linear constraints
JOINT EWM/EMS MEETING UNIVERSITY OF AMSTERDAM July 13th 2008
A propos d'anomalies en math'ematique et en Sylvie PAYCHA
The noncommutative residue and canonical trace in the light of Stokes' and continuity properties
Chern--Weil calculus extended to a class of infinite dimensional fibre bundles
BASIC PREREQUISITES IN DIFFERENTIAL GEOMETRY AND OPERATOR THEORY IN VIEW OF APPLICATIONS TO
Divergent multiple sums and integrals with constraints: A comparative study
ChernWeil calculus extended to a class of infinite dimensional manifolds
Discrete sums of classical symbols on Z d and zeta functions associated with
A LAURENT EXPANSION FOR REGULARIZED INTEGRALS OF HOLOMORPHIC SYMBOLS
