Review Note
Last Update: 04/24/2024 02:36 AM
Current Deck: Topology
Published
Fields:
Premise 1
\(X\) is a set
Consequence 1
The topology on \(X\) consisting of sets \(U\) whose complement \(X - U\) is countable or \(U = \emptyset\).
Consequence 2
Consequence 3
Consequence 4
Consequence 5
Name
Cocountable Topology
Context
Topology
Subcontext
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