Wiktionary
non-archimedean
a. (label en mathematics) (l en Not having the Archimedean property: containing infinite elements, i.e. elements which are larger than any result of adding 1 to itself a finite number of times.)
Wikipedia
Non-Archimedean
In mathematics and physics, non-Archimedean refers to something without the Archimedean property. This includes:
-
Ultrametric space
- notably, p-adic numbers
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Non-Archimedean ordered field, namely:
- Levi-Civita field
- Hyperreal numbers
- Surreal numbers
- Dehn planes
- In theoretical physics, Non-Archimedean time