example of non measurable set?
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example of a non-measurable set. First recall that a nonempty set S ⊆ R is called a subgroup of R if it is closed under addition and negation. ... (x + Q) ∩ (n + S) = {n + s} Page 10 Non-Measurable Sets 10 for each n ∈ Z, so (x + Q) ∩ U = s + Z.
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First recall that a nonempty set S ⊆ R is called a subgroup of R if it is closed under addition and negation. ... (x + Q) ∩ (n + S) = {n + s} Page 10 Non-Measurable Sets 10 for each n ∈ Z, so (x + Q) ∩ U = s + Z.
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