Null set: Revision history


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  • curprev 11:0011:00, 27 November 2022GIrving talk contribsm 10,928 bytes −11 The definition of a null set makes sense on any topological manifold, not just any Riemannian manifold, as being null on a complete set of charts is independent of charts. undo

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  • curprev 20:0320:03, 10 August 202292.9.87.137 talk 11,387 bytes −11 There is no set that is a subset of a null set, yet unmeasurable. To see this, just look at the definition. If A is covered by intervals of length epsilon, and B subset of A, then B is covered by the same interval. The word measurable was unneeded. undo

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