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What is another word for p-adic ultrametric?

Pronunciation: [pˈiːˈadɪk ˌʊltɹɐmˈɛtɹɪk] (IPA)

The term "p-adic ultrametric" is a technical phrase that often appears in mathematics. It refers to a particular metric space that is constructed using a prime number p. Within the context of mathematics, there are several synonyms that can be used to describe this concept. One alternative term that is commonly used is "non-Archimedean metric," which refers to metrics that do not satisfy the triangle inequality. Another synonym that is sometimes used is "p-adic valuation," which refers to the valuation function associated with the p-adic field. Other related terms include "p-adic norm" and "p-adic distance," both of which describe the properties of the metric space.
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Synonyms for P-adic ultrametric:

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What are the hypernyms for P-adic ultrametric?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.

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Related words: p-adic spaces, p-adic numbers, p-adic analysis, p-adic measure theory, p-adic extension

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  • What is p-adic ultrametricity?

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