Question: Let (E subset mathbb{R}^{d}). Show that Hausdorff dimension (operatorname{dim} E) coincides with the numbers (E)-co}, sup [a30: sup {a 0 (E) > 0} inf (a

Let $E \subset \mathbb{R}^{d}$. Show that Hausdorff dimension $\operatorname{dim} E$ coincides with the numbers (E)-co}, sup [a30: sup {a 0 (E) > 0} inf (a 0:(E)

(E)-co}, sup [a30: sup {a 0 (E) > 0} inf (a 0:(E)

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