Review Note
Last Update: 04/24/2024 02:36 AM
Current Deck: Topology
Published
Fields:
Premise 1
\((X, \mathcal T) \) is a topological space.
Consequence 1
for every point \(x\in X\) and closed set \(A \subset X\) not containing \(x\),
there are disjoint open sets \(U,V\) such that
\(x\in U\) and \(A \subset V\).
there are disjoint open sets \(U,V\) such that
\(x\in U\) and \(A \subset V\).
Consequence 2
Consequence 3
Consequence 4
Consequence 5
Name
Regular Space
Context
Subcontext
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