Let \(X\) be a set. The discrete topology on \(X\) is the topology \(\tau = \mathcal{P}(X)\), in which every subset of \(X\) is open.
What is the discrete topology on a set $X$?
Which sets are open in the discrete topology on $X$?
FD-AHIOS
Let \(X\) be a set. The discrete topology on \(X\) is the topology \(\tau = \mathcal{P}(X)\), in which every subset of \(X\) is open.