New posts in Cantor Set

Fat Cantor Set with large complement???

Does every null set have a superset which is an $F_{\sigma}$ null set?

Koch curve from Cantor sets (paradox)

What does it mean for a set to have Lebesgue measure zero?

Non-end points of Cantor ternary set

If $C$ is the Cantor set, then $C+C=[0,2]$.

Cantor set minus endpoints homeomorphic to irrationals?

Rudin's proof that the Cantor set has no segments

Show that the Cantor set is nowhere dense

A $G_δ$ subset of $2^ω$ that is homeomorphic to $ω^ω$