Last Updated:2025/11/21

In measure theory, we often assume that the underlying set is a measurable space to ensure integrals are well-defined.

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In measure theory, we often assume that the underlying set is a measurable space to ensure integrals are well-defined.

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測度論では、積分が適切に定義されるように、基礎となる集合を可測空間であると仮定することが多い。

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