Topological Completeness is Topological Property

From ProofWiki
Jump to navigation Jump to search

Theorem

Let $T_1 = \struct {S_1, \tau_1}$ and $T_2 = \struct {S_2, \tau_2}$ be topological spaces which are homeomorphic.

Let $T_1$ be topologically complete.


Then $T_2$ is also topologically complete.


Proof




Sources