this paper a noncommutative probability approach (in the sense considered by D. Voiculescu in [28]) to the algebras that are associated to certain amalgamated free products. In this way we find that the type II
We introduce a noncommutative probability model (in the sense of Voiculescu) for the (reduced) amalg...
AbstractConsidering a random variable as a multiplication operator by a measurable function, a natur...
the reduced free product of C∗–algebras was also considered by Avitzour in [A], (where simplicity wa...
This book presents the first comprehensive introduction to free probability theory, a highly noncomm...
In this thesis, we provide a review of the theories of C*-algebras and free probability, and we offe...
The study of von Neumann algebras was initiated by Murray and von Neumann in the thirties of the las...
This volume opens the world of free probability to a wide variety of readers. From its roots in the ...
The study of von Neumann algebras was initiated by Murray and von Neumann in the thirties of the las...
Elements in a noncommutative operator algebra can be regarded as noncommutative random variables fro...
. This is an introduction to some of the most probabilistic aspects of free probability theory. Intr...
AbstractA random matrix model for freeness is extended and used to investigate free products of free...
AbstractA random matrix model for freeness is extended and used to investigate free products of free...
AbstractWe investigate some ways to obtain free families of random variables from an initial free fa...
We introduce a noncommutative probability model (in the sense of Voiculescu) for the (reduced) amalg...
We introduce a noncommutative probability model (in the sense of Voiculescu) for the (reduced) amalg...
We introduce a noncommutative probability model (in the sense of Voiculescu) for the (reduced) amalg...
AbstractConsidering a random variable as a multiplication operator by a measurable function, a natur...
the reduced free product of C∗–algebras was also considered by Avitzour in [A], (where simplicity wa...
This book presents the first comprehensive introduction to free probability theory, a highly noncomm...
In this thesis, we provide a review of the theories of C*-algebras and free probability, and we offe...
The study of von Neumann algebras was initiated by Murray and von Neumann in the thirties of the las...
This volume opens the world of free probability to a wide variety of readers. From its roots in the ...
The study of von Neumann algebras was initiated by Murray and von Neumann in the thirties of the las...
Elements in a noncommutative operator algebra can be regarded as noncommutative random variables fro...
. This is an introduction to some of the most probabilistic aspects of free probability theory. Intr...
AbstractA random matrix model for freeness is extended and used to investigate free products of free...
AbstractA random matrix model for freeness is extended and used to investigate free products of free...
AbstractWe investigate some ways to obtain free families of random variables from an initial free fa...
We introduce a noncommutative probability model (in the sense of Voiculescu) for the (reduced) amalg...
We introduce a noncommutative probability model (in the sense of Voiculescu) for the (reduced) amalg...
We introduce a noncommutative probability model (in the sense of Voiculescu) for the (reduced) amalg...
AbstractConsidering a random variable as a multiplication operator by a measurable function, a natur...
the reduced free product of C∗–algebras was also considered by Avitzour in [A], (where simplicity wa...