weakly locally compact space
1. Definition
A topological space \((X, \mathcal{T})\) is said to be locally compact, if every point \(x \in X\) has a compact neighbourhood
A topological space \((X, \mathcal{T})\) is said to be locally compact, if every point \(x \in X\) has a compact neighbourhood
Date: nil
Created: 2024-10-11 Fr 22:04