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：2025/11/29
Cantor set
（ plural ）
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(mathematical analysis, topology) A subset of an interval formed by recursively removing an interval in the middle of every connected component of the set.
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Cantor set
The Cantor set provides a classic example in topology and analysis: it is uncountable, totally disconnected, and has Lebesgue measure zero.
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The Cantor set provides a classic example in topology and analysis: it is uncountable, totally disconnected, and has Lebesgue measure zero.
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