New posts in Connectedness

'flimsy' spaces: removing any $n$ points results in disconnectedness

Is there a way to phrase "continuous" in terms of "connected"?

Connectedness and path connectedness of a set whose intersection with lines is open

Is there a canonical way to connect a topological space?

Example of countably infinite sets that is connected?

Is the complement of an injective continuous map $\mathbb{R}\to \mathbb{R}^2$ with closed image necessarily disconnected?

Prove that $\mathbb{R}^2\setminus\mathbb{Q}^2$ is connected without path connectedness

Set of All Points at which $X$ is Locally Connected

countable intersection of connected sets

Using Cartan decomposition to prove $SO(p,q)$ has two connected components