3 papers
math.OA2006
Some endomorphisms of the hyperfinite factor
Hsiang-Ping Huang
For any finite dimensional C*-algebra A with any trace vector {\vec s} whose components are rational numbers, we give an endomorphism Φ of the hyperfinite II_1 factor R such that:…
math.OA2005
Some endomorphisms of II_1 factors: part II
Hsiang-Ping Huang
For any finite dimensional C^*-algebra A with a trace vector \vec s whose entries are rational numbers, we give an endomorphism Φof the hyperfinite II_1 factor R such that: for all…
math.OA2005
Some endomorphisms of II_1 factors
Hsiang-Ping Huang
For any finite dimensional C^*-algebra A, we give an endomorphism Φof the hyperfinite II_1 factor R of finite Jones index such that: for all k \in \mathbb {N}, Φ^k (R)' \cap R= \ot…