Date | Apr 20, 2016 |
---|---|

Speaker | 이인협 |

Dept. | 이화여대 |

Room | 129-301 |

Time | 16:00-17:30 |

In this paper, we study inverse semigroups defined on the Bratteli-Vershik systems and SFT covers of 1
-solenoids.

We show that groupoids of germs of these inverse semigroups are equivalent to the unstable equivalence groupoids of 1 -solenoids.

And we prove that Exel's tight C^{*}-algebras of inverse semigroups are strongly Morita equivalent to the unstable C^{*}-algebras of 1
-solenoids.

We show that groupoids of germs of these inverse semigroups are equivalent to the unstable equivalence groupoids of 1 -solenoids.

And we prove that Exel's tight C

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