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- Mon Jun 27, 2016 12:40 pm
- Forum: General Topology
- Topic: Existence of a (non) complete metric on an interval
- Replies: 0
- Views: 2072
Existence of a (non) complete metric on an interval
I am stuck with this problem. Can anyone help me out? Thank you in advance. Question was asked in NET exam 2016 June. I am a beginner of topology. I have done b) and d). Because $0$ and $1$ are limit points of $(0,1)$. If we take a sequence which converge to $0$ and $1$, this will be cauchy sequence...