Factoriality, type classification and fullness for free product von Neumann algebras
Yoshimichi Ueda
TL;DR
This paper provides a comprehensive analysis of the properties of free product von Neumann algebras, specifically focusing on their factoriality, type classification, and fullness.
Contribution
It offers a complete characterization of factoriality, type, and fullness for all free product von Neumann algebras, filling a significant gap in the field.
Findings
Determined conditions for factoriality.
Classified types of free product von Neumann algebras.
Established criteria for fullness.
Abstract
We give a complete answer to the questions of factoriality, type classification and fullness for arbitrary free product von Neumann algebras.
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