p-adic ultrametric

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English

Noun

p-adic ultrametric (plural p-adic ultrametrics)

  1. (number theory) The ultrametric with prime number p as parameter defined as ; i.e., such that the distance between two rational numbers is equal to the p-adic absolute value of the difference between those two numbers.[1]
    • 2017 September 15, Branko Dragovich, Andrei Yu. Khrennikov, Nataša Ž. Mišić, “Ultrametrics in the genetic code and the genome”, in Applied Mathematics and Computation, volume 309, →DOI, pages 350–358:
      On p-adic ultrametrics in the genome / In previous section we demonstrated that codons and amino acids are elements of some p-adic ultrametric spaces.

Hypernyms

References

  1. ^ 2008, Jacqui Ramagge, Unreal numbers: The story of p-adic numbers
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