Pages that link to "Item:Q1207143"

The following pages link to The central Haagerup tensor product and maps between von Neumann algebras (Q1207143):

Displaying 19 items.

• The Apostol-Fialkow formula for elementary operators on Banach spaces (Q1284045) (← links)
• The commutation theorem for tensor products over von Neumann algebras (Q1296772) (← links)
• Amplification of completely bounded operators and Tomiyama's slice maps. (Q1427627) (← links)
• Maps with the unique extension property and \({C}^\ast\)-extreme points (Q1623866) (← links)
• The Haagerup norm on the tensor product of operator modules (Q1891828) (← links)
• Symmetry and quasi-centrality of the operator space projective tensor product (Q1934249) (← links)
• State convertibility in the von Neumann algebra framework (Q2192721) (← links)
• Geometry of \(C^\ast \)-algebras, and the bidual of their projective tensor product (Q2295689) (← links)
• On the central Haagerup tensor product and completely bounded mappings of a \(C^*\)-algebra (Q2565538) (← links)
• The Dual of the Haagerup Tensor Product (Q3196835) (← links)
• Completely bounded mappings and simplicial complex structure in the primitive ideal space of a $C^*$-algebra (Q3617620) (← links)
• Pointwise approximation by elementary complete contractions (Q3631843) (← links)
• Une relation de chaîne pour les dérivées de Radon-Nikodym spatiales (Q3774386) (← links)
• On the central Haagerup tensor product (Q4289455) (← links)
• Which states can be reached from a given state by unital completely positive maps? (Q5043290) (← links)
• Corrigendum to: A Galois Correspondence for Reduced Crossed Products of Simple -algebras by Discrete Groups (Q5222175) (← links)
• Approximation of Maps on C*-algebras by Completely Contractive Elementary Operators (Q5392658) (← links)
• CONSTRUCTING EXTENSIONS OF CP-MAPS VIA TENSOR DILATIONS WITH THE HELP OF VON NEUMANN MODULES (Q5462134) (← links)
• A factorization problem for normal completely bounded mappings (Q5933454) (← links)