93-291 H. Narnhofer, W. Thirring
Clustering for Algebraic K Systems (32K, LaTeX) Nov 11, 93
Abstract , Paper (src), View paper (auto. generated ps), Index of related papers

Abstract. We prove that for a von Neumann algebra that is an algebraic K system with respect to some automorphism, the invariant state is K--clustering and r--clustering. Further we study in examples how far the von Neumann algebra inherits the K property from the underlying C* algebra.

Files: 93-291.tex