Archimedean ordered field
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Noun[edit]
Archimedean ordered field (plural Archimedean ordered fields)
 (mathematics) An ordered field which satisfies the axiom of Archimedes.

2006, Richard W. Kaye, “Archimedean ordered fields”, in web.mat.bham.ac.uk^{[1]}, retrieved 20121113:
 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.

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Translations[edit]
an ordered field which satisfies the axiom of Archimedes
