Archimedean ordered field

Definition from Wiktionary, the free dictionary
Jump to: navigation, search

English[edit]

Noun[edit]

Archimedean ordered field ‎(plural Archimedean ordered fields)

  1. (mathematics) An ordered field which satisfies the axiom of Archimedes.
    • 2006, Richard W. Kaye, “Archimedean ordered fields”, web.mat.bham.ac.uk, accessed on 2012-11-13:
      The next axiom concerns [ x ] , the integer part function. We have seen that this function plays a useful role in our theory, but it turns out that not all ordered fields have it defined. A field for which integer part is defined is called an Archimedean Ordered Field.

Antonyms[edit]

Hypernyms[edit]

Hyponyms[edit]