Frai 33+ Indiscrete Topology Example
Frai 33+ Indiscrete Topology Example. Recall from the topological spaces page that a set $x$ and a collection $\tau$ of subsets of $x we will now look at two rather trivial topologies known as the discrete topologies and the indiscrete. The indiscrete topology on x is the weakest topology, so it has the most compact sets. Is called the indiscrete topological space or simply an indiscrete space. If every infinite subset of $x$ is declared open, then this topology is the discrete topology, not the indiscrete one.