Analysis 2
Homework 07
1. Let
λ
be an outer measure on the
σ
algebra
G
and let
G
λ
⊂ G
be the
corresponding
σ
algebra of
λ
sets.
(i) Prove that if
λ
is additive then
λ
is actually a measure (on
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 Spring '09
 LARSON
 Lebesgue measure, outer measure

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