Add to ORKGAbstract. We show that the notion of asymptotic lift generalizes nat-urally to normal positive maps φ: M → M acting on von Neumann algebras M. We focus on cases in which the domain of the asymptotic lift can be embedded as an operator subsystem M ∞ ⊆ M, and charac-terize when M ∞ is a Jordan subalgebra of M in terms of the asymptotic multiplicative properties of φ. 1
AbstractGiven a sequence of bounded operators aj on a Hilbert space H with ∑j=1∞aj⁎aj=1=∑j=1∞ajaj⁎, ...
Here are some references and telegraphic notes on completely positive maps of operator algebras. No ...
A bounded linear operator T : H → H, where H is a Hilbert space, is said to be norm attaining if the...
AbstractStarting with a unit-preserving normal completely positive map L:M→M acting on a von Neumann...
Abstract. Normal endomorphisms of von Neumann algebras need not be extendable to automorphisms of a ...
Abstract. Starting with a unit-preserving normal completely positive map L: M → M acting on a von Ne...
Let $\phi$ be a positive unital normal map of a von Neumann algebra $M$ into itself. It is shown tha...
Given a local Haag-Kastler net of von Neumann algebras and one of its scaling limit states, we intro...
This paper is devoted to asymptotically absorbing operator nets. The study of such nets has attracte...
This paper is concerned with asymptotic formulae for sequences of positive linear operators acting ...
Let A be a von Neumann algebra of linear operators on the Hilbert space H . A linear operator T (re...
In this paper we introduce some notion of asymptotic derivations of a C*- and W*-dynamical systems w...
We establish an asymptotic formula for general sequences of positive linear operators acting on spa...
Liftings and their associated Young measures are new tools to study the asymptotic behaviour of sequ...
© 2016, Pleiades Publishing, Ltd.We study measures on orthoideals in the set of projections in von N...
AbstractGiven a sequence of bounded operators aj on a Hilbert space H with ∑j=1∞aj⁎aj=1=∑j=1∞ajaj⁎, ...
Here are some references and telegraphic notes on completely positive maps of operator algebras. No ...
A bounded linear operator T : H → H, where H is a Hilbert space, is said to be norm attaining if the...
AbstractStarting with a unit-preserving normal completely positive map L:M→M acting on a von Neumann...
Abstract. Normal endomorphisms of von Neumann algebras need not be extendable to automorphisms of a ...
Abstract. Starting with a unit-preserving normal completely positive map L: M → M acting on a von Ne...
Let $\phi$ be a positive unital normal map of a von Neumann algebra $M$ into itself. It is shown tha...
Given a local Haag-Kastler net of von Neumann algebras and one of its scaling limit states, we intro...
This paper is devoted to asymptotically absorbing operator nets. The study of such nets has attracte...
This paper is concerned with asymptotic formulae for sequences of positive linear operators acting ...
Let A be a von Neumann algebra of linear operators on the Hilbert space H . A linear operator T (re...
In this paper we introduce some notion of asymptotic derivations of a C*- and W*-dynamical systems w...
We establish an asymptotic formula for general sequences of positive linear operators acting on spa...
Liftings and their associated Young measures are new tools to study the asymptotic behaviour of sequ...
© 2016, Pleiades Publishing, Ltd.We study measures on orthoideals in the set of projections in von N...
AbstractGiven a sequence of bounded operators aj on a Hilbert space H with ∑j=1∞aj⁎aj=1=∑j=1∞ajaj⁎, ...
Here are some references and telegraphic notes on completely positive maps of operator algebras. No ...
A bounded linear operator T : H → H, where H is a Hilbert space, is said to be norm attaining if the...