Incommensurable
1incommensurable — [ ɛ̃kɔmɑ̃syrabl ] adj. • 1361, rare av. XVIIIe; bas lat. incommensurabilis 1 ♦ Math. Se dit de grandeurs qui n ont pas de mesure commune, dont le rapport ne peut donner de nombre entier ni fractionnaire. ⇒ irrationnel. La racine carrée de 2 est… …
2Incommensurable — In com*men su*ra*ble, a. [Pref. in not + commensurable: cf. F. incommensurable.] Not commensurable; having no common measure or standard of comparison; as, quantities are incommensurable when no third quantity can be found that is an aliquot part …
3incommensurable — [in΄kə men′shoor ə bəl, in΄kə men′sərə bəl] adj. [LL incommensurabilis: see IN 2 & COMMENSURABLE] 1. that cannot be measured or compared by the same standard or measure; without a common standard of comparison 2. not worthy of comparison [a… …
4incommensurable — (adj.) 1550s, from M.Fr. incommensurable or directly from M.L. incommensurabilis, from in not, opposite of, without (see IN (Cf. in ) (1)) + L.L. commensurabilis, from L. com with + mensurabilis measurable, from mensurare to measure (see …
5Incommensurable — In com*men su*ra*ble, n. One of two or more quantities which have no common measure. [1913 Webster] …
6incommensurable — index different, disparate, disproportionate, inapplicable, incommensurate Burton s Legal Thesaurus. William C. Burton. 2006 …
7incommensurable — Incommensurable. adj. de tout genre. Se dit de deux quantitez qui n ont point d aliquote commune. Le costé d un quarré & sa diagonale sont incommensurables …
8incommensurable — ► ADJECTIVE 1) not able to be judged or measured by the same standards. 2) Mathematics (of numbers) in a ratio that cannot be expressed by means of integers. DERIVATIVES incommensurability noun …
9incommensurable — adj., qui n a pas de commune mesure : k sè di pâ (awé ...) <qui ne se dit pas (avec...)>, k sè dyon pa <qui ne se disent pas>, k tonbon zhamé justo <qui ne tombent jamais juste> (Albanais.001). Fra. Le périmètre du cercle est… …
10INCOMMENSURABLE — adj. des deux genres T. d’Arithmétique et de Géométrie Qui n’a point de commune mesure, en parlant de Deux quantités. La racine carrée de 2 est incommensurable avec l’unité. Le côté d’un carré et sa diagonale sont incommensurables. La… …
