Pages that link to "Item:Q3982606"

The following pages link to Completely positive maps which are compact from <i>L^∞</i> to <i>L¹</i> (Q3982606):

Displaying 12 items.

• Factorization and dilation problems for completely positive maps on von Neumann algebras (Q533669) (← links)
• Completely positive linear maps in a concept of majorization on certain operator algebras (Q578547) (← links)
• Weak containment of correspondences and approximate factorization of completely positive maps (Q752420) (← links)
• On approximate factorizations of completely positive maps (Q807944) (← links)
• Each operator in \({\mathfrak L}(l^p,l^r) (1\leq r<p<\infty)\) is compact (Q1128030) (← links)
• Property \((T)\) for \(II_ 1\) factors and unitary representations of Kazhdan groups (Q1318073) (← links)
• Kernel operators in \(L^ p\)-spaces associated with semifinite von Neumann algebras (Q1824166) (← links)
• Kolmogorov's factorization theorem for von Neumann algebras (Q1941354) (← links)
• A nonlinear characterization of type I factors based on strong Birkhoff-James orthogonality (Q2120581) (← links)
• Strong Non-Amenability of II₁ Factors with Property <i>T</i> (Q3786954) (← links)
• Order properties of compact maps on $L^p$-spaces associated with von Neumann algebras. (Q3983406) (← links)
• Atomic correspondences (Q4287688) (← links)