Closed and sigma-finite measures on the orthogonal projections
Marjan Matvejchuk
math.OAarXiv:math/0301028
Abstract
We characterize the connection between closed and σ-finite measures on orthogonal projections of von Neumann algebras.
Create a lesson
Related papers
Geometric Aspects of C*-Extreme Points II
Neha Hotwani
The Nuclear Dimension of Extensions and Graph C*-Algebras
Samuel Evington, Gregory Faurot, Christopher Schafhauser
Degree and arity of tracial separation for self-adjoint contractions
Jie Wang
Noncommutative extensions of an ergodic theorem of Breiman
Morgan O'Brien
The relative dimension set of an extremal subfactor of finite index
Julio Cáceres
The Carpenter property for subfactors of uniform infinite index
Dietmar Bisch, Julio Cáceres