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单词 pure mathematics
释义

pure mathematicsn.

Brit. /ˌpjʊə ˌmaθ(ə)ˈmatɪks/, /ˌpjɔː ˌmaθ(ə)ˈmatɪks/, U.S. /ˈˌpjʊ(ə)r ˌmæθ(ə)ˈmædɪks/
Forms: see pure adj. and mathematics n.
Origin: Formed within English, by compounding. Etymons: pure adj., mathematics n.
Etymology: < pure adj. + mathematics n.
The branch of mathematics concerned with the behaviour and properties of numbers, functions, and other abstract entities and structures, studied for their intrinsic interest rather than for their application to solving problems in the real world. Contrasted with applied mathematics: cf. mathematics n. 1.
ΘΚΠ
the world > relative properties > number > mathematics > [noun] > theories or branches of
menadry1570
pure mathematics1605
mechanics1612
residuation1846
chaos theory1880
number theory1901
formalism1913
intuitionism1913
replacement theory1914
biomathematics1923
proof theory1929
finitism1935
mereology1938
combinatorics1941
cryptarithmetic1943
game theory1945
numerical analysis1946
queueing theory1951
constructivism1959
complexity1963
catastrophe theory1971
chaology1985
1605 F. Bacon Of Aduancem. Learning ii. sig. Hh3 To the pvre mathematicks are those sciences belonging, which handle quantitie determinate meerely seuered from any axiomes of natvrall phlosophy. View more context for this quotation
1671 R. Boyle Of Vsefulnesse Mech. Discipl. 1 in Some Consid. Vsefulnesse Exper. Nat. Philos. I I here understand the word Mechanicks in a larger sense, for those Disciplines that consist of the Applications of pure Mathematicks to produce or modifie Motion in inferior Bodies.
1784 R. Dunthorne et al. Long's Astron. (new ed.) II. v. iv. 657 The learned author, besides an history of the rise and progress of pure mathematics, takes in astronomy also.
1801 S. T. Coleridge Let. 25 Mar. (1956) II. 714 I have continued the Hunt, till I found myself unaware at the Root of Pure Mathematics.
1874 T. Hardy Far from Madding Crowd I. ix. 122 Mrs. Coggan..could toss a pancake or twirl a mop with the accuracy of pure mathematics.
1932 W. de la Mare Lewis Carroll 30 The region of Pure Mathematics..and the mood of the mind that is at home in it may resemble and even neighbour the region and mood of pure Nonsense.
1989 R. Penrose Emperor's New Mind (1991) iv. 158 Euclidean geometry was indeed, all along, a (superb) physical theory. This was in addition to its being an elegant and logical piece of pure mathematics.
This is a new entry (OED Third Edition, September 2007; most recently modified version published online March 2022).
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