Comparing the uniformity invariants of null sets for different measures
classification
🧮 math.LO
keywords
invariantmeasureuniformitycomparingconsistentcorrespondingdifferentgreater
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It is shown to be consistent with set theory that the uniformity invariant for Lebesgue measure is strictly greater than the corresponding invariant for Hausdorff r-dimensional measure where 0<r<1.
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