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To prove the theorem, it suffices to approximate every Lebesgue measurable set by open sets from the outside and closed sets from the inside.
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To prove the theorem, it suffices to approximate every Lebesgue measurable set by open sets from the outside and closed sets from the inside.
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Related words
Lebesgue measurable
Adjective
not-comparable
Japanese Meaning
（数学解析の文脈で）あるユークリッド空間（またはその部分集合）において、ルベーグ測度が定義可能な集合、つまりその集合に対してルベーグ測度が適用される対象であることを示す性質
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