论文标题
在cantor套装上的免费$ \ mathbb z^d $ Action的动态渐近维度上
On the dynamical asymptotic dimension of a free $\mathbb Z^d$-action on the Cantor set
论文作者
论文摘要
考虑在Cantor Set上的免费$ \ Mathbb z^d $ Action的任意扩展。结果表明，它具有动态渐近维度，最多3^d -1 $。
Consider an arbitrary extension of a free $\mathbb Z^d$-action on the Cantor set. It is shown that it has dynamical asymptotic dimension at most $3^d - 1$.
