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Mathematical analysis calculates the Hausdorff measure of symmetric perfect set product, indicating significant geometric findings.
The determination of the exact Hausdorff centred measure of a fractal set is a difficult and important problem in fractal geometry. In this paper we investigate the exact computation of the Hausdorff centred measure for the Cartesian product of the symmetric perfect set with itself, and an explicit calculating formula is given.
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Ye et al. (2026) studied this question.
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