HW205 - Analysis 2 Homework 05 1. Let f m(, F ) and let A F...

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Analysis 2 Homework 05 1. Let f m , F ) and let A ∈ F be an atom. Prove that f is almost everywhere constant on A : there exists k [ -∞ , ] such that μ ( { ω A : f ( ω ) 6 = k } ) = 0 . 2. Let f : Ω [0 ,
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