AbstractNormal state spaces of Jordan and von Neumann algebras are characterized among convex sets. The normal state spaces of JBW-algebras are precisely those which are spectral and elliptic; along these the normal state spaces of von Neumann algebras are distinguished by the global 3-ball property
The set of normalizers between von Neumann (or, more generally, reexive) algebras A and B, (that is...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...
AbstractNormal state spaces of Jordan and von Neumann algebras are characterized among convex sets. ...
SIGLEAvailable from CEN Saclay, Service de Documentation, 91191 Gif-sur-Yvette Cedex (France) / INIS...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
A normal state on a von Neumann algebra defines a countably additive probability measure over its p...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
AbstractAlfsen, Shultz, and Størmer have defined a class of normed Jordan algebras called JB-algebra...
This thesis is a study of positive linear functionals on C*-algebras. Special attention is devoted t...
This thesis is a study of positive linear functionals on C*-algebras. Special attention is devoted t...
AbstractThe facial structure of the generalized state space of a C∗-algebra A is investigated. The n...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...
The set of normalizers between von Neumann (or, more generally, reexive) algebras A and B, (that is...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...
AbstractNormal state spaces of Jordan and von Neumann algebras are characterized among convex sets. ...
SIGLEAvailable from CEN Saclay, Service de Documentation, 91191 Gif-sur-Yvette Cedex (France) / INIS...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
A normal state on a von Neumann algebra defines a countably additive probability measure over its p...
© 2016 Mathematical Institute Slovak Academy of Sciences.The paper deals with inner product spaces g...
AbstractAlfsen, Shultz, and Størmer have defined a class of normed Jordan algebras called JB-algebra...
This thesis is a study of positive linear functionals on C*-algebras. Special attention is devoted t...
This thesis is a study of positive linear functionals on C*-algebras. Special attention is devoted t...
AbstractThe facial structure of the generalized state space of a C∗-algebra A is investigated. The n...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...
The set of normalizers between von Neumann (or, more generally, reexive) algebras A and B, (that is...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...
© 2016, Springer Science+Business Media New York.An interplay between recent topos theoretic approac...