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单词 monomial
释义

monomialn.adj.

Brit. /mɒˈnəʊmɪəl/, /məˈnəʊmɪəl/, U.S. /məˈnoʊmiəl/
Origin: Formed within English, by compounding; modelled on a French lexical item. Etymons: mono- comb. form, binomial n.
Etymology: < mo- (in mono- comb. form) + -nomial (in binomial n.), after French monôme monome n. (1691). Compare mononomial n.
A. n.
1. Mathematics. An algebraic expression consisting of one term only. Cf. mononomial n.
ΘΚΠ
the world > relative properties > number > algebra > [noun] > expression > consisting of specific number of terms
binomial1557
binomy1571
trinomy1571
quadrinomial1673
multinomiala1690
polynomiala1690
trinomiala1690
monomial1706
nomial1717
monome1736
infinitinomial1763
polynome1828
mononomial1844
quantic1854
form1859
Jacobi polynomial1882
Jacobi's function1882
ternariant1882
triquaternion1902
term1957
arity1968
1706 Phillips's New World of Words (new ed.) Monomial, in Algebra, a Magnitude or Quantity of one Name, or of one single Term.
1854 J. R. Young in Orr's Circle Sci.: Math. Sci. 209 The square of a monomial is itself a monomial.
1866 W. T. Brande & G. W. Cox Dict. Sci., Lit. & Art (new ed.) II. 569/1 Thus a, 2ab, 3acx2 are monomials.
1918 Amer. Jrnl. Math. 40 258 The elements of U which are not zeros are monomials.
1950 Trans. Amer. Math. Soc. 69 484 If P1(a1, a2, …, ar) denotes the polynomial which is obtained from P by reversing the order of the terms in each monomial, then [etc.].
1993 R. J. Pond Introd. Engin. Technol. (ed. 2) iv. 79 There is also a difference, mathematically, between dividing a number into a sum (polynomial) or a product (monomial).
2. Chiefly Taxonomy. A taxonomic or technical name consisting of one word only; = mononym n. Cf. binomial adj. 2.
ΘΚΠ
the mind > language > linguistics > linguistic unit > phrase > [noun] > term or expression > with only one word
mononym1884
monomial1885
1885 B. G. Wilder in Jrnl. Nerv. & Mental Dis. 12 272 Most of the names selected or introduced by me consist of a single word each; they are monomials, or better, mononyms.
1943 Bull. Torrey Bot. Club 70 120 It may be well to point out that the name [sc. Mycorhizonium] was used as a monomial and consequently is not valid as a generic designation.
B. adj.
1. Mathematics. Consisting of one term only; of or relating to a monomial or monomials.
ΘΚΠ
the world > relative properties > number > algebra > [adjective] > relating to expressions > involving specific number of terms
binomial1570
multinomial1608
quadrinomial1673
solinomial1690
polynomial1704
trinomial1704
infinitinomial1706
monomial1801
tetranomial1817
unipartite1819
monome1829
mononomial1861
polynomic1868
tripartite1869
multinominal1940
1801 Monthly Rev. 35 471 Formation of the powers of monomial quantities.
1854 J. R. Young in Orr's Circle Sci.: Math. Sci. 234 When the surd..is monomial.
1878 Amer. Jrnl. Math. 1 89 Let us understand by a monomial differentiant one which..may be expressed as a permutation-sum of a single product of differences of roots of the parent quantic.
1902 Encycl. Brit. XXIX. 180/2 Sarrau's Monomial Formula is much employed, in giving the muzzle velocity.
1936 Ann. Math. 37 225 Monomial terms of the form 0.z1zn cannot be omitted.
1962 C. W. Curtis & I. Reiner Repr. Theory Finite Groups vii. 347 Monomial representation.
1982 Mathematica Scandinavica 51 22 For monomial rings (rings of type K[X1,..,Xn] modulo an ideal generated by monomials) the question of rationality is still open.
2. Chiefly Taxonomy. Designating or relating to a taxonomic or technical name consisting of one word only. Cf. binomial adj. 2.
ΘΚΠ
the mind > language > linguistics > linguistic unit > phrase > [adjective] > consisting of one-word term
mononymic1872
monomial1884
1884 Jrnl. Nerv. & Mental Dis. 11 452 Professor Wilder urges the adoption of technical, brief, monomial terms.
1921 Amer. Jrnl. Bot. 8 281 Since the days of Linnaeus, names of plants have been binomial, [etc.].., but never monomial.
1973 Amer. Rev. Ecol. & Systematics 4 263 It should be pointed out that these superficially binomial expressions are seen as conceptually subordinate to their monomial counterparts.
This entry has been updated (OED Third Edition, December 2002; most recently modified version published online March 2022).
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n.adj.1706
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