Formed from Late Latin binōmium + -al. The derivation of binōmium is unclear. It was used by Gérard de Crémone in the 12th century. Suggested sources are the Latin nōmen (“name”), the Ancient Greek νομός (nomós, “distribution, pasture”), or the Old French nom (“name”). Compare binomy and binominal, as well as the French binôme.
binomial (not comparable)
- Consisting of two terms, or parts.
- 1992, Rhoda Rabkin, “The Aylwin Government and ‘Tutelary’ Democracy: A Concept in Search of a Case?”, in Journal of Interamerican Studies and World Affairs, volume 34, number 4, JSTOR 165808, page 139:
- Finally, instead of returning to Chile’s traditional proportional representation system, the law adopted the “binomial” system, which gave strong incentives to the parties to form broad coalitions.
- (statistics) Of or relating to the the binomial distribution.
- 1991 November 23, D. J. Nokes; R. M. Anderson, “Vaccine safety versus vaccine efficacy in mass immunisation programmes”, in The Lancet, volume 338, number 8778, DOI:10.1016/0140-6736(91)92601-W, page 1309:
- Assuming a normal approximation to binomial probabilities the proportion of total complications reported for 1979–85 in the age class 0–14 years was significantly higher than the proportion in the same age class for the period 1962–69 (p < 0·0001)
binomial (plural binomials)
- (algebra) A polynomial with two terms.
- (algebra) A quantity expressed as the sum or difference of two terms.
- (taxonomy) A scientific name at the rank of species, with two terms: a generic name and a specific name.
- Some people deprecate use of binomial and advocate use only of binominal in taxonomy. See species name for typesetting usage and example.
- (biology, taxonomy): binomen, binomial name, binominal, binominal name, species name
- (algebra): binome
- (polynomial with two terms): polynomial
binomial (masculine and feminine plural binomials)
- binomial (consisting of two parts)