Closed Map
# Definition
Let $X, Y$ be Topological Spaces. Then $f: X \to Y$ is a Closed Map if for all $K \subset X$ Closed in $X$, $f(K) \subset Y$ is Closed in $Y$.
Search
Let $X, Y$ be Topological Spaces. Then $f: X \to Y$ is a Closed Map if for all $K \subset X$ Closed in $X$, $f(K) \subset Y$ is Closed in $Y$.