Commutator representations of covariant differential calculi
Commutators and generators.
Commutators and generators II.
Commutators associated to a subfactor and its relative commutants
Let be an inclusion of factors with finite Jones index. Then as a vector space. Here denotes the vector space spanned by the commutators of the form where .
Commuting normal operators in partial -algebras
Compact Abelian Groups of Automorphisms of Simple C*-Algebras
Compact groups of automorphisms of von Neumann algebras.
Compact Operators in Type III... and Type III... Factors.
Compactness properties for multiplication operators on von Neumann algebras and their preduals
We consider compactness, weak compactness and complete continuity for multiplication operators on von Neumann algebras and their preduals.
Comparing quantum dynamical entropies
Last years, the search for a good theory of quantum dynamical entropy has been very much intensified. This is not only due to its usefulness in quantum probability but mainly because it is a very promising tool for the theory of quantum chaos. Nowadays, there are several constructions which try to fulfill this need, some of which are more mathematically inspired such as CNT (Connes, Narnhofer, Thirring), and the one proposed by Voiculescu, others are more inspired by physics such as ALF (Alicki,...
Comparision of states and Darboux-type properties in von Neumann algebras.
Complete polynomial vector fields in a ball.
Complete positivity and asymptotic abelianness
Complete Positivity of Mapping Valued Linear Maps.
Completely 1-complemented subspaces of the Schatten spaces
We describe the subspaces of (1 ≤ p ≠ 2 < ∞) which are the range of a completely contractive projection.
Completely bounded lacunary sets for compact non-abelian groups
In this paper, we introduce and study the notion of completely bounded sets ( for short) for compact, non-abelian groups G. We characterize sets in terms of completely bounded multipliers. We prove that when G is an infinite product of special unitary groups of arbitrarily large dimension, there are sets consisting of representations of unbounded degree that are sets for all p < ∞, but are not for any p ≥ 4. This is done by showing that the space of completely bounded multipliers...
Completely bounded multilinear maps and C*-algebraic cohomology.
Completely multi-positive linear maps between locally C*-algebras and representations on Hilbert modules
A KSGNS (Kasparov, Stinespring, Gel'fand, Naimark, Segal) type construction for strict (respectively, covariant non-degenerate) completely multi-positive linear maps between locally C*-algebras is described.
Completely positive linear operators for Banach spaces.
Completely positive maps on amalgamated product C*-algebras.