科研之友
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摘要
Let X be an infinite compact metric space with finite covering dimension. Let a,,3 : X X be two minimal homeomorphisms. Suppose that the range of K-0-groups of both crossed products are dense in the space of real affine continuous functions On the tracial state space. We show that a and 3 are approximately conjugate uniformly in measure if and only if they have affine homeomorphic invariant probability measure spaces.
- 出版日期2007
- 单位华东师范大学
