Operator Algebras and Quantum Field Theory: Accademia Nazionale Dei Lincei, Roma, July 1-6, 1996
Sergio Doplicher, Roberto Longo, John Elias Roberts, L. Zsido
International Press, 1997 - Mathematics - 677 pages
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.
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Gert K Pedersen
Toeplitz Algebra Tensored with
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action acts amenable apply associated assume asymptotic automorphism bimodules bounded C*-algebras called classification closed commutative compact completely condition Connes consider construction contains continuous corresponding crossed products cyclic defined Definition deformation denote described diagram dimension dimensional element endomorphism equivalent example exists extension fact factors finite function geometry given gives graph groupoid hence Hilbert space ideal implies inclusion induced infinite invariant isometries isomorphism Lemma limit linear locally Math Mathematics matrix measure modular morphism natural Neumann algebras noncommutative norm normal Note obtain operator pair particular Phys positive problem projection proof Proposition prove quantum field theory relation Remark representation respectively result satisfying scaling semigroup sense separable sequence simple spacetime standard structure subalgebra subfactors tensor Theorem theory topological trace unique unital unitary University vector