Stability of C*-algebra associated with the twisted CCR
Abstract
The C*-algebra associated with the twisted CCR constructed by W. Pusz and S.L. Woronowicz is considered. It is proved that the C*-algebras corresponding to different values of parameter 0<=μ<1 are isomorphic. It is proved that Fock representation is faithful on both *-algebra and C*-algebra levels.
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