Classification of injective factors: The work of Alain Connes.
Closed Derivations in C*-Algebras.
Closed range multipliers and generalized inverses
Conditions involving closed range of multipliers on general Banach algebras are studied. Numerous conditions equivalent to a splitting A = TA ⊕ kerT are listed, for a multiplier T defined on the Banach algebra A. For instance, it is shown that TA ⊕ kerT = A if and only if there is a commuting operator S for which T = TST and S = STS, that this is the case if and only if such S may be taken to be a multiplier, and that these conditions are also equivalent to the existence of a factorization T = PB,...
Cohomologie d'une W*-algèbre.
Cohomology of operator algebras. III : reduction to normal cohomology
Commutants of unbounded derivations in C*-algebras.
Commutants of unitaries in UHF algebras and functorial properties of exactness.
Compact Abelian Groups of Automorphisms of Simple C*-Algebras
Compact groups of automorphisms of von Neumann algebras.
Complete positivity and asymptotic abelianness
Complete Positivity of Mapping Valued Linear Maps.
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.
Compressible groups
Connes' Analogue of the Thom Isomorphism for the Kasparov Groups.
Continous trace groupoid C*-algebras.
Continuité et uniforme continuité du spectre dans les algèbras de Banach
Continuity of ring -homomorphisms between -algebras.