Last Updated:2025/11/26

To prove the theorem, we relied on countable additivity of the measure to interchange the measure with the sum over disjoint sets.

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To prove the theorem, we relied on countable additivity of the measure to interchange the measure with the sum over disjoint sets.

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定理を証明するために、互いに素な集合の可算和の測度がそれらの測度の和に等しいという測度の可算加法性に頼って、測度と和を入れ替えた。

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