polynomen.adj.

Brit.

/ˈpɒlɪnəʊm/, U.S.

/ˈpɑliˌnoʊm/,

/ˈpɑləˌnoʊm/

Forms: 1800s– polynom, 1800s– polynome.

Origin: A borrowing from French. Etymon: French polynôme.

Etymology: < French polynôme (1691) < poly- poly- comb. form + -nôme (in binôme : see binomial n.). Compare German Polynom (1839 or earlier). Compare earlier monome n., nome n.³, and polynomial n.

A. n.

Mathematics. = polynomial n. 1. Now rare.

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

1828 N. Webster Amer. Dict. Eng. Lang. Polynome, in Algebra, a quantity consisting of many terms.

a1831 Encycl. Metrop. (1845) I. 527/1 Simple quantities are called monomes, and sometimes terms. Compound quantities, consisting of two parts, are called binomes, and all others polynomes.

1868 A. Sandeman Pelicotetics 113 A polynome is said to be homogeneous of which all the terms are homogeneous.

1958 Ann. Math. 67 174 Let S be the set of all polynoms in one variable with non-negative integral coefficients.

1999 Jrnl. Ecol. 87 44/2 Only linear and quadratic contrasts were tested as the interpretation of higher order polynomes is biologically less relevant.

†B. adj.

That has many names. Obsolete. rare.

ΘΚΠ

the mind > language > naming > [adjective] > having many names

multinominousa1631

parti named1634

multinominal1656

polyonymous1678

polynomial1704

heteronymous1734

polynome1830

plurinominal1881

poecilonymic1889

polyonymic1889

polynomic1898

1830 Fraser's Mag. 1 130 His father was as well known as polynom Wellesley.

This entry has been updated (OED Third Edition, September 2006; most recently modified version published online March 2022).

单词	polynome
释义	polynomen.adj. Brit. /ˈpɒlɪnəʊm/, U.S. /ˈpɑliˌnoʊm/, /ˈpɑləˌnoʊm/ Forms: 1800s– polynom, 1800s– polynome. Origin: A borrowing from French. Etymon: French polynôme. Etymology: < French polynôme (1691) < poly- poly- comb. form + -nôme (in binôme : see binomial n.). Compare German Polynom (1839 or earlier). Compare earlier monome n., nome n.³, and polynomial n. A. n. Mathematics. = polynomial n. 1. Now rare. 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 1828 N. Webster Amer. Dict. Eng. Lang. Polynome, in Algebra, a quantity consisting of many terms. a1831 Encycl. Metrop. (1845) I. 527/1 Simple quantities are called monomes, and sometimes terms. Compound quantities, consisting of two parts, are called binomes, and all others polynomes. 1868 A. Sandeman Pelicotetics 113 A polynome is said to be homogeneous of which all the terms are homogeneous. 1958 Ann. Math. 67 174 Let S be the set of all polynoms in one variable with non-negative integral coefficients. 1999 Jrnl. Ecol. 87 44/2 Only linear and quadratic contrasts were tested as the interpretation of higher order polynomes is biologically less relevant. †B. adj. That has many names. Obsolete. rare. ΘΚΠ the mind > language > naming > [adjective] > having many names multinominousa1631 parti named1634 multinominal1656 polyonymous1678 polynomial1704 heteronymous1734 polynome1830 plurinominal1881 poecilonymic1889 polyonymic1889 polynomic1898 1830 Fraser's Mag. 1 130 His father was as well known as polynom Wellesley. This entry has been updated (OED Third Edition, September 2006; most recently modified version published online March 2022). < n.adj.1828
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