Category:Weakly Hereditary Properties

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This category contains results about Weakly Hereditary Properties.

Let $\xi$ be a property whose domain is the set of all topological spaces.


Then $\xi$ is a weakly hereditary property if and only if:

$\map \xi X \implies \map \xi Y$

where $Y$ is any closed set of $X$ when considered as a subspace.

Pages in category "Weakly Hereditary Properties"

This category contains only the following page.