# UHF flows and the flip automorphism

@article{Kishimoto2001UHFFA,
title={UHF flows and the flip automorphism},
author={A. Kishimoto},
journal={Reviews in Mathematical Physics},
year={2001},
volume={13},
pages={1163-1181}
}
• A. Kishimoto
• Published 2001
• Mathematics, Physics
• Reviews in Mathematical Physics
• A UHF algebra is a C*-algebra A of the type for some sequence (ni) with ni≥2, where Mn is the algebra of n×n matrices, while a UHF flow α is a flow (or a one-parameter automorphism group) on the UHF algebra A obtained as , where for some . This is the simplest kind of flows on the UHF algebra we could think of; yet there seem to have been no attempts to characterize the cocycle conjugacy class of UHF flows so that we might conclude, e.g., that the non-trivial quasi-free flows on the CAR algebra… CONTINUE READING
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