最終更新日:2025/11/26

To integrate a bounded measurable function with respect to a complex measure, we treat the measure as a pair of finite signed measures corresponding to its real and imaginary parts.

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To integrate a bounded measurable function with respect to a complex measure, we treat the measure as a pair of finite signed measures corresponding to its real and imaginary parts.

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元となった例文

有界可測関数を複素測度に関して積分するには、その測度を実部と虚部に対応する二つの有限符号付測度の組として扱います。

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