α. 1500s–1600s 1800s almachabel.
β. 1800s– almacabala, 1800s– almucabala, 1900s– almucabola.
单词 | almacabala |
释义 | almacabalan.α. 1500s–1600s 1800s almachabel. β. 1800s– almacabala, 1800s– almucabala, 1900s– almucabola. History of Science. Originally: algebra; spec. a particular procedure for simplifying an equation. In later use chiefly: algebra as understood in the premodern period, with occult or mystical aspects retrospectively attributed to it. ΘΚΠ the world > relative properties > number > algebra > [noun] algebra1551 almacabala1570 Rule of Coss1570 analytics1656 universal mathematics1673 figurative arithmetic1690 universal arithmetic1720 characteristic equation1857 1570 J. Dee in H. Billingsley tr. Euclid Elements Geom. Math. Præf. sig. *ij v The Science of workyng Algiebar and Almachabel, that is, the Science of findyng an vnknowen number, by Addyng of a Number, & Diuision & æquation. a1690 S. Jeake Compl. Body Arithm. (1701) iv. iv. i. 613 Avicen, translated by Andreus Alpagus,..calls The Science of working Algiebar and Almachabel. 1899 Amer. Anthropologist 1 647 It..seems to have dropped into the background of thought with that long-abandoned side of algebra, almacabala (or almachabel)—a jumble of occult or semi-occult redintegration which appeals strongly to the half-developed mind. 1914 H. B. Howell Foundational Study Pedagogy Arithm. i. i. 5 It would be of more anthropological than mathematical interest to trace the influence of the almacabala..on the social and fiducial systems of primeval man. 1955 R. Manheim tr. E. Cassirer Philos. Symbolic Forms II. ii. v. 144 Arithmetic and algebra go back to an older magical form of number theory, to a science of almacabala. 1994 N. Lykke & M. Bryld in W. Harcourt Feminist Perspectives Sustainable Devel. viii. 112 Astrology was split off from astronomy, alchemy from chemistry, and almacabala (an old tradition for mystical interpretation of numbers) from mathematics. 1994 R. W. Hadden On Shoulders of Merchants iv. 89 The twelfth [book] is on manifold exercises, the thirteenth on the rule of Elchatayn, the fourteenth on roots and the last on geometry, algebra and almucabala. This entry has been updated (OED Third Edition, September 2012; most recently modified version published online December 2021). < n.1570 |
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