quotietyn.

Brit.

/kwəʊˈtʌɪᵻti/, U.S.

/kwoʊˈtaɪədi/

Origin: A borrowing from Latin, combined with an English element. Etymons: Latin quot , -iety suffix.

Etymology: < classical Latin quot how many (see quota n.) + -iety suffix. Compare earlier quotity n. 2a.

rare.

= quotity n. 2a. Cf. manyness n. 2.

ΘΚΠ

the world > relative properties > number > enumeration, reckoning, or calculation > [noun] > capability of calculation

numbrablenessc1705

quotiety1862

calculability1873

numerability1876

computability1881

denumerability1935

enumerability1939

1862 R. G. Latham Elements Compar. Philol. 731 One, two, three, and the other numerals convey the attribute of Quotiety, or Howmanyness.

1892 F. L. Schauermann Theory & Anal. Ornament ii. 37 In the second, the ideas of quotiety and quantity are sometimes separate and sometimes assembled; for example, we do not count corn-grains but measure them.

1985 R. Schmidt tr. P. Bonasoni Algebra Geometrica 3 Numerical Algebra most often exhibits the quotiety in surd numbers, which cannot actually be given in the nature of things.

This entry has been updated (OED Third Edition, June 2008; most recently modified version published online March 2022).

单词	quotiety
释义	quotietyn. Brit. /kwəʊˈtʌɪᵻti/, U.S. /kwoʊˈtaɪədi/ Origin: A borrowing from Latin, combined with an English element. Etymons: Latin quot , -iety suffix. Etymology: < classical Latin quot how many (see quota n.) + -iety suffix. Compare earlier quotity n. 2a. rare. = quotity n. 2a. Cf. manyness n. 2. ΘΚΠ the world > relative properties > number > enumeration, reckoning, or calculation > [noun] > capability of calculation numbrablenessc1705 quotiety1862 calculability1873 numerability1876 computability1881 denumerability1935 enumerability1939 1862 R. G. Latham Elements Compar. Philol. 731 One, two, three, and the other numerals convey the attribute of Quotiety, or Howmanyness. 1892 F. L. Schauermann Theory & Anal. Ornament ii. 37 In the second, the ideas of quotiety and quantity are sometimes separate and sometimes assembled; for example, we do not count corn-grains but measure them. 1985 R. Schmidt tr. P. Bonasoni Algebra Geometrica 3 Numerical Algebra most often exhibits the quotiety in surd numbers, which cannot actually be given in the nature of things. This entry has been updated (OED Third Edition, June 2008; most recently modified version published online March 2022). < n.1862
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