A Local Property of Hausdorff Centered Measure of Self-Similar Sets

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We analyze the local behavior of the Hausdorff centered measure for selfsimilar sets. If E is a self-similar set satisfying the open set condition, then Cs(E∩B(x,r)) ≤(2r)s for all x ∈ E and r > 0, where Csdenotes the s-dimensional Hausdorff centered m
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