Add to ORKGA short proof of the homomorphic property for Fock-adapted regular Markovian cocycles is given for two cases. The first is new, and facilitates dilation of quantum dynamical semigroups on a separable C∗-algebra.
Abstract. Based on the Hilbert C-module structure we study the re-construction theorem for stationar...
When a Fock-adapted Feller cocycle on a C*-algebra is regular, completely positive and contractive, ...
A necessary and sufficient condition is formulated for minimal quantum dynamical semigroups to be co...
Abstract. Current work on Markovian cocycles on operator algebras that are adapted to a Fock space f...
Abstract. We consider normal Markovian cocycles on a von Neumann al-gebra which are adapted to a Foc...
Abstract. The introduction of a Feller-type condition allows the study of Markovian cocycles adapted...
A general theory for constructing a weak Markov dilation of a uniformly continuous quantum dynamical...
Abstract. When a Fock-adapted Feller cocycle on a C∗-algebra is regular, completely positive and con...
Completely positive Markovian cocycles on a von Neumann algebra, adapted to a Fock filtration, are r...
AbstractThe introduction of a Feller-type condition allows the study of Markovian, cocycles adapted ...
Abstract. Completely positive Markovian cocycles on a von Neumann alge-bra, adapted to a Fock filtra...
We investigate some particular completely positive maps which admit a stable commutative Von Neumann...
In celebration of Kalyan Sinha’s sixtieth birthday Abstract. A new method for the construction of Fo...
In celebration of Kalyan Sinha’s sixtieth birthday Abstract. A new method for the construction of Fo...
Abstract. A recent characterisation of Fock-adapted contraction operator stochastic cocycles on a Hi...
Abstract. Based on the Hilbert C-module structure we study the re-construction theorem for stationar...
When a Fock-adapted Feller cocycle on a C*-algebra is regular, completely positive and contractive, ...
A necessary and sufficient condition is formulated for minimal quantum dynamical semigroups to be co...
Abstract. Current work on Markovian cocycles on operator algebras that are adapted to a Fock space f...
Abstract. We consider normal Markovian cocycles on a von Neumann al-gebra which are adapted to a Foc...
Abstract. The introduction of a Feller-type condition allows the study of Markovian cocycles adapted...
A general theory for constructing a weak Markov dilation of a uniformly continuous quantum dynamical...
Abstract. When a Fock-adapted Feller cocycle on a C∗-algebra is regular, completely positive and con...
Completely positive Markovian cocycles on a von Neumann algebra, adapted to a Fock filtration, are r...
AbstractThe introduction of a Feller-type condition allows the study of Markovian, cocycles adapted ...
Abstract. Completely positive Markovian cocycles on a von Neumann alge-bra, adapted to a Fock filtra...
We investigate some particular completely positive maps which admit a stable commutative Von Neumann...
In celebration of Kalyan Sinha’s sixtieth birthday Abstract. A new method for the construction of Fo...
In celebration of Kalyan Sinha’s sixtieth birthday Abstract. A new method for the construction of Fo...
Abstract. A recent characterisation of Fock-adapted contraction operator stochastic cocycles on a Hi...
Abstract. Based on the Hilbert C-module structure we study the re-construction theorem for stationar...
When a Fock-adapted Feller cocycle on a C*-algebra is regular, completely positive and contractive, ...
A necessary and sufficient condition is formulated for minimal quantum dynamical semigroups to be co...