different between polynomial vs bidegree
polynomial
English
Etymology
poly- +? -nomial, from ????? (nomós, “portion, part”), by analogy with binomial.
Noun
polynomial (plural polynomials)
- (algebra, strict sense) An expression consisting of a sum of a finite number of terms, each term being the product of a constant coefficient and one or more variables raised to a non-negative integer power, such as .
- (taxonomy) A taxonomic designation (such as of a subspecies) consisting of more than two terms.
Hyponyms
- binomial
- homogeneous polynomial
- monomial
- trinomial
- quadrinomial
- quantic
Holonyms
- rational function
Derived terms
Translations
Adjective
polynomial (not comparable)
- (algebra) Able to be described or limited by a polynomial.
- (taxonomy) of a polynomial name or entity
Translations
See also
- Appendix:English polynomial degrees
French
Adjective
polynomial (feminine singular polynomiale, masculine plural polynomiaux, feminine plural polynomiales)
- polynomial
Related terms
- polynôme
polynomial From the web:
- what polynomial has 2 terms
- what polynomial has 4 terms
- what polynomial has 3 terms
- what polynomial has a degree of 2
- what polynomials are in standard form
- what polynomial has 5 terms
- what polynomial is 5x
- what polynomial has 1 terms
bidegree
English
Etymology
bi- +? degree
Noun
bidegree (plural bidegrees)
- (mathematics) An extension of the degree (or order) of a polynomial in certain geometries
bidegree From the web:
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