EDB — 0K8

Exercises

1. [0K8] Prerequisites:[06P]↺↻,[230]↺↻,[2B7]↺↻.Difficulty:**.

   Let \((Y,\sigma )\) be a Hausdorff topological space. Show that \(Y\) is compact if and only if every net taking values in \(Y\) admits a converging subnet.

   Solution 1

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