Defining a measure on $[0,1]$ with a specified closed set F as support
5251
If $F$ is closed, does there exist a finite measure on $[0,1]$ with support $F$?
125962
The set $A'$ is closed in a $T_1$ space
88602
Inner regularity of Lebesgue measurable sets
68994
Countable closed sets
74720
Is every set of measure zero countable?
136795
A non-measurable set of given outer measure
92005
Existence of compact/complete metric on countable set
46698
Showing a set is closed under inverses
20135
Measure of  reals in $[0,1]$ which don't have $4$ in decimal expansion
69273
Is there a compact subset of the irrationals with positive Lebesgue measure?
25306
A countable family of point-wise bounded functions defined on finite measurable set is actually uniformly bounded on a closed subset
154621
A set with a finite integral of measure zero?
140692
Existence of a complete metric on $(0,1)$
88610
The set of convergence of a sequence of measurable functions is measurable
128482
The set of subsequential limits is closed
94899
Graph of a continuous function has measure zero
124335
An identity for Fourier transform of measure