We discuss a class of endomorphisms of the hyperfinite II1-factor which are adapted in a certain way to a tower ℂ1 ⊂ ℂp ⊂ Mp ⊂ Mp⊗Cp ⊂ ... so that for p = 2 we get Bogoljubov transformations of a Clifford algebra. Results are given about surjectivity, innerness, Jones index and the shift property.
|Number of pages||19|
|Journal||Journal of Operator Theory|
|Publication status||Published - 2001|
- Bogoljubov transformation
- Jones tower