• p-adic absolute value
• p-adic absolute values

p-adic absolute value (suomeksi)

Määritelmät:

• (lb, en, number theory, field theory) a norm for the rational numbers, with some prime number ''p'' as parameter, such that any rational number of the form $p^k\; \backslash Big(\{a\backslash over\; b\}\backslash Big)$ — where ''a'', ''b'', and ''p'' are coprime and ''a'', ''b'', and ''k'' are integers — is mapped to the rational number $p^\{-k\}$, and 0 is mapped to 0. (''Note:'' any rational number, except 0, can be reduced to such a form.) '''2008''', Jacqui Ramagge, [http://www.uow.edu.au/content/groups/public/@web/@inf/@math/documents/web/uow061321.pdf Unreal Numbers: The story of ''p''-adic numbers] (PDF file)