AbstractA numerical index is introduced for semigroups of completely positive maps of B(H) which generalizes the index ofE0-semigroups. It is shown that the index of a unital completely positive semigroup agrees with the index of its dilation to anE0-semigroup, provided that the dilation isminimal
In recent years, digraph induced generators of quantum dynamical semigroups have been introduced and...
This is the updated version of a preprint from September 2008. It presents, for the first time, the ...
AbstractContinuous semigroups of ∗-endomorphism of B(b) are studied. An index for such semigroups is...
Semigroups of completely positive maps arise naturally both in noncommu-tative stochastic processes ...
AbstractThe Fock construction used by Davies in his theory of quantum stochastic processes yields a ...
AbstractGiven a W∗-continuous semigroup φ of unital, normal, completely positive maps of B(H), we in...
Hudson-Parthasarathy (H-P) type quantum stochastic dilation of a class of C0 semigroups of completel...
W. Arveson showed a way of associating continuous tensor product systems of Hilbert spaces with endo...
AbstractWe give a detailed description of the generators of those strongly continuous quantum dynami...
A well-known theorem of W. Arveson states that a completely positive (CP) map dominated (difference ...
AbstractWe characterise the infinitesimal generators of norm continuous one-parameter semigroups of ...
We introduce the concept of completely positive roots of completely positive maps on operator algebr...
AbstractThe paper deals with spectral properties of abelian dynamical semigroups on von Neumann alge...
We present the construction of completely positive semigroups on the von Neumann algebra B(h) of al...
Let A be a unital von Neumann algebra of operators on a complex separable Hilbert space H0, and let ...
In recent years, digraph induced generators of quantum dynamical semigroups have been introduced and...
This is the updated version of a preprint from September 2008. It presents, for the first time, the ...
AbstractContinuous semigroups of ∗-endomorphism of B(b) are studied. An index for such semigroups is...
Semigroups of completely positive maps arise naturally both in noncommu-tative stochastic processes ...
AbstractThe Fock construction used by Davies in his theory of quantum stochastic processes yields a ...
AbstractGiven a W∗-continuous semigroup φ of unital, normal, completely positive maps of B(H), we in...
Hudson-Parthasarathy (H-P) type quantum stochastic dilation of a class of C0 semigroups of completel...
W. Arveson showed a way of associating continuous tensor product systems of Hilbert spaces with endo...
AbstractWe give a detailed description of the generators of those strongly continuous quantum dynami...
A well-known theorem of W. Arveson states that a completely positive (CP) map dominated (difference ...
AbstractWe characterise the infinitesimal generators of norm continuous one-parameter semigroups of ...
We introduce the concept of completely positive roots of completely positive maps on operator algebr...
AbstractThe paper deals with spectral properties of abelian dynamical semigroups on von Neumann alge...
We present the construction of completely positive semigroups on the von Neumann algebra B(h) of al...
Let A be a unital von Neumann algebra of operators on a complex separable Hilbert space H0, and let ...
In recent years, digraph induced generators of quantum dynamical semigroups have been introduced and...
This is the updated version of a preprint from September 2008. It presents, for the first time, the ...
AbstractContinuous semigroups of ∗-endomorphism of B(b) are studied. An index for such semigroups is...
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