monomial

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mo·no·mi·al

 (mŏ-nō′mē-əl, mə-)
n.
1. Mathematics An algebraic expression consisting of only one term.
2. Biology A taxonomic name consisting of a single word.


mo·no′mi·al adj.

monomial

(mɒˈnəʊmɪəl)
n
(Mathematics) maths an expression consisting of a single term, such as 5ax
adj
1. (Mathematics) consisting of a single algebraic term
2. (Biology) biology of, relating to, or denoting a taxonomic name that consists of a single term
[C18: mono- + (bin)omial]

mo•no•mi•al

(moʊˈnoʊ mi əl, mə-)

n.
1. an algebraic expression or quantity that consists of a single term.
2. a taxonomic name that consists of a single term.
adj.
3. of or pertaining to a single term, expression, or quantity.
[1700–10; mon- + (bin) omial]

mo·no·mi·al

(mŏ-nō′mē-əl)
An algebraic expression consisting of a single term, such as 4x.
Translations
monom

monomial

[mɒˈnəʊmɪəl]
1. adjmonomiale
2. nmonomio
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References in periodicals archive ?
The first video was about the basic concept of algebra, exponential notation, and conversion between text and algebraic; the second went over the basic definition of powers, like terms and unlike terms; the third one was to do with the understanding of monomials and polynomials, arranging in ascending or descending order of powers and addition and subtraction of polynomials; the fourth one is about the multiplication and division of monomials, and the fifth one, also the last one was concerned with multiplication of polynomials.
q] generated by the ordered monomials [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] where [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] are all the Cartan roots of [B.
Indeed, all polynomials are linear combinations of such monomials with constant coefficients.
Thus, a new technique is introduced in this paper, which enables exact integration of monomials of the form [x.
For the definition and properties of the Taylor monomials [h.
The polynomials have to be ordered along a term order, meaning that [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] and the monomials [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] satisfy a term order: 1 [?
A well known basis for [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] consists of the descent monomials.
A Grobner basis for I is a basis for I that depends on how we order monomials.
The numerical calculation of the ratio between the numerator and denominator appearing in the expression of the coefficients of monomials (13) rapidly tends to infinity as a function of q and m, while in reality the fraction tends to a finite value.
Intended for graduate students, the last chapter of the monograph touches on Koszul algebras, sortable sets of monomials, the Rees ring of generalized Hibi ideals, determinental ideals, and binomial edge ideals.
In particular additive, quadratic, cubic and quartic functions are monomials of degree one, two, three and four respectively.
This partition function only counts the dimension of the space of monomials in [lambda] with degree of homogeneity p as the coefficient of [t.