Definition
5
[0G8] A topological space \((X,𝜏)\) is said to be \(T_ 2\), or ”Hausdorff space”, if \(∀ x,y ∈ X\) exist \(U,V∈ 𝜏\) open disjoint with \(x∈ U,y∈ V\).
EDB — 0G8
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Authors:
"Mennucci , Andrea C. G."
.
Bibliography
Book index
Book index
- space, topological
- topological space
- space, Hausdorff --- , see Hausdorff
- Hausdorff
- \(T_2\) , see Hausdorff
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