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8. Let E be a set with outer measure p > 0. Show that E can be written as a (possibly countably infinite) union
8. Let E be a set with outer measure p > 0. Show that E can be written as a (possibly countably infinite) union of subsets ; so that each E; has dyadic length. Here by "dyadic" we mean a negative power of 2.
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Fundamentals of Financial Accounting
Authors: Fred Phillips, Robert Libby, Patricia Libby
4th edition
978-0073369709, 73369705, 78025370, 978-0077444846, 77444841, 978-0078025372
