Variational principle for quasi-local algebras over the lattice
Vector measures on the closed subspaces of a Hilbert space
Vector space isomorphisms of C*-algebras
Vector-valued invariant means on spaces of bounded linear maps
Let 𝓐 be a Banach algebra and let ℳ be a W*-algebra. For a homomorphism Φ from 𝓐 into ℳ, we introduce and study ℳ -valued invariant Φ-means on the space of bounded linear maps from 𝓐 into ℳ. We establish several characterizations of existence of an ℳ -valued invariant Φ-mean on B(𝓐,ℳ). We also study the relation between existence of an ℳ -valued invariant Φ-mean on B(𝓐,ℳ) and amenability of 𝓐. Finally, for a character ϕ of 𝓐, we give some descriptions for ϕ-amenability of 𝓐 in terms of ℳ...
Von Neumann Algebras Associated with Pairs of Lattices in Lie Groups..
Von Neumann algebras generated by representations of nilpotent groups
Von Neumann inequality for (B(...)...)...