The Borel measure is not complete, which is why in practice the complete Lebesgue measure is preferred: every Borel measurable set is also Lebesgue measurable, and the measures of the set agree.
... E. Ketler[?], New York, NY
Rajesh Khandelwal[?], South Plainfield, NJ
Andrew Marshall King[?], Princeton, NJ
Richard J. ...
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