Category:Open Cover with Closed Locally Finite Refinement is Even Cover
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This category contains pages concerning Open Cover with Closed Locally Finite Refinement is Even Cover:
Let $T = \struct {X, \tau}$ be a topological Space.
Let $\UU$ be an open cover of $T$ with a closed locally finite refinement.
Then:
- $\UU$ is an even cover
Pages in category "Open Cover with Closed Locally Finite Refinement is Even Cover"
The following 5 pages are in this category, out of 5 total.
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- Open Cover with Closed Locally Finite Refinement is Even Cover
- Open Cover with Closed Locally Finite Refinement is Even Cover/Lemma 1
- Open Cover with Closed Locally Finite Refinement is Even Cover/Lemma 2
- Open Cover with Closed Locally Finite Refinement is Even Cover/Lemma 3
- Open Cover with Closed Locally Finite Refinement is Even Cover/Lemma 4