Let (Χ,Μ,μ) is a measure space,
1.A finite addtive measure μ is a measure if and only if
∞
{E_j}1 in Μ and {E_j} is increasing.
2.If μ(Χ) < ∞, μ is a measure if and only if
∞
{E_j}1 in Μ and {E_j} is decreasing.
這兩個證明,我的問題都在「怎麼從左證到右呢?」
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再麻煩高手了 感恩..