Operator Algebras and Quantum Field Theory: Accademia Nazionale Dei Lincei, Roma, July 1-6, 1996Sergio Doplicher A collection of papers presented at a conference in Rome on operator algebras and quantum field theory. Invited contributions on noncommutative dynamical systems, the Baum-Cohnes and the Novikov conjecture, the Atiyah-Singer index theorem, and Banach Space aspects are included. |
Contents
Gert K Pedersen | 2 |
Toeplitz Algebra Tensored with | 36 |
Mikael Rørdam 51 | 51 |
31 other sections not shown
Common terms and phrases
abelian action amenable associated asymptotic morphism automorphism bimodules Borel Bratteli C*-algebras coactions cocycle commutative compact completely positive condition conjugacy conjugate Connes construction Corollary corresponding covariant crossed products Cuntz algebra cyclic defined Definition deformation denote diagram dimension Dirac operator duality E-semigroup element endomorphism entropy equivalent ergodic example exists extension factors finite dimensional function geometry given groupoid hence Hilbert space homomorphism hyperfinite implies inclusion induced inductive limit infinite invariant irreducible isometries isomorphism K-theory Lemma linear manifold Math Mathematics matrix metric modular Neumann algebras noncommutative noncommutative geometry norm obtain operator algebras pair paragroup Phys Popa preprint principal graph projection proof Proposition quantization quantum field theory representation result Rohlin property satisfying semigroup sequence singular traces spacelike spacetime strong Feller structure subalgebra subfactors subgroup subset tensor product Theorem topological unitary vector von Neumann algebras