Traces on Jordan algebras

In the present paper we shall derive the same type of results for pure states of simple C*-algebras with identity, thus indicating how properties of

In the first section, we recall the structure and representation theory of the quantized universal enveloping algebras U q pgq and their duals, the quantum function algebras Polp G

Finally, the study of general JC-algebras can be reduced to the study of spin algebras, universally reversible algebras, and certain extensions.. Let I be the

There the authors extended Lie’s classification of Lie algebras of vector fields to Lie algebras of first order differential operators on C 2 , and part of this work is equivalent

Keywords: Lie algebras, Clifford algebras, Superalgebras, Killing vectors, Poincaré and conformal algebras, Field theory, Wess- Zumino model.. Number of

Since it is useful to consider Auslander algebras while studying the artin algebras of representation finite type, we introduce the Auslander algebra and Auslander-Reiten quiver

A JV~factor (or Jordan factor) is a ~W-algebra whose center relative to ordinary operator multiplication is the real scalars. which are not the self-adjoint

positive map of a von Neumann algebra having property M is close to a • isomorphism between the algebras, we nearly have proved that von Neumann algebras