Prove that the given set $E_0$ is measurable
88610
The set of convergence of a sequence of measurable functions is measurable
135548
Every section of a measurable set is measurable? (in the product sigma-algebra)
83825
$f^{-1}([-\infty,r))$ measurable for all rational numbers $r$
134310
Minkowski sum of a positive Lebesgue measure set and $\mathbb{Q}$.
44270
$E$ measurable set and $m(E\cap I)\le \frac{1}{2}m(I)$ for any open interval, prove $m(E) =0$
51260
Sum of sets of measure zero
52104
A pseudometric on the space of the measurable functions is complete
82236
Extension of the Lebesgue measurable sets
23765
Prove that lebesgue integrable equal lebesgue measure
138055
If $A$ has a positive Lebesgue measure then there exist subsets which are not measurable
6675
Lebesgue measurable set that is not a Borel measurable set
98717
Are all measure zero sets measurable?
39293
Given a compact set $K$ and closed set $E,$ prove: $E\cap K\neq \emptyset $
97557
supremum of uncountable families of Borel measurable functions
3023
Construction of a Borel set with positive but not full measure in each interval
111406
Proving that a definition of e is unique
19289
complement of a set and its measure