- E83
[0KV]Prerequisites:[0J1].Let \(X=\{ 1,2,3\} \) and let \({\mathcal B}=\{ \{ 1,2\} ,\{ 2,3\} \} \); let \(π\) be the smallest topology that contains \({\mathcal B}\), show that \({\mathcal B}\) is not a base for \(π\).
Solution 1It is therefore interesting to try to understand when a family \({\mathcal B}\) can be the base for a topology.
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Authors:
"Mennucci , Andrea C. G."
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