math104-s21:s:ryotainagaki
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math104-s21:s:ryotainagaki [2021/08/30 19:06] 110.249.201.116 ↷ Links adapted because of a move operation |
math104-s21:s:ryotainagaki [2026/02/21 14:41] (current) |
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| Sometimes, we want to create our own metric space and transfer over properties. How these properties transfer over can be summarized by the following drawing (credits to Peng Zhou). | Sometimes, we want to create our own metric space and transfer over properties. How these properties transfer over can be summarized by the following drawing (credits to Peng Zhou). | ||
| - | {{ math104-2021sp: | + | {{ math104-s21: |
| In this diagram there are two ways to create induced topology. We can either obtain the topology from an induced metric or from the old set itself. | In this diagram there are two ways to create induced topology. We can either obtain the topology from an induced metric or from the old set itself. | ||
math104-s21/s/ryotainagaki.1630350400.txt.gz · Last modified: 2026/02/21 14:44 (external edit)
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