Skip to main content
1 of 2

Operator Theoretical Models for $(K(\mathbb{Z}, 3)$

I am looking for a reference concerning operator theoretical Models of $K(\mathbb{Z},3)$. Stolz-Teichner briefly say in "what is an elliptic object" that a certain hyperfinite Type III-factor, called "local fermions on the circle" should be the right thing. Thanks