论文标题
自相似二面体群体的同源性
The homology of the groupoid of the self-similar dihedral group
论文作者
论文摘要
我们举例说明了当地紧凑的有效的Hausdorff，最小的ample类固醇，以使其合理同源性与$ k $的$ k $ - 其减少的gropsoid $ c^*$ - 代数的理论不同。此外，我们证明了这样的示例满足Matui的AH-concture。
We give an example of a locally compact effective Hausdorff, minimal ample groupoid such that its rational homology differs from the $K$-theory of its reduced groupoid $C^*$-algebra. Moreover, we prove that such example satisfies Matui's AH-conjecture.
