Skip to main content
4 events
when toggle format what by license comment
Feb 19 at 2:12 vote accept Serge the Toaster
Feb 18 at 16:41 answer added KP Hart timeline score: 5
Feb 18 at 7:12 comment added Tyrone Any $G_\delta$ point of a compact Hausdorff space has a countable local base, and this certainly doesn't happen at any point of the remainder in $\beta\mathbb{N}$. In fact, any nonempty closed $G_\delta$ subset contained in the remainder has cardinality $\geq2^\mathfrak{c}$.
Feb 18 at 6:19 history asked Serge the Toaster CC BY-SA 4.0