Binomial

In algebra, a binomial is a polynomial with two terms —the sum of two monomials—often bound by parenthesis or brackets when operated upon. It is the simplest kind of polynomial after the monomials.

Read more about Binomial:  Operations On Simple Binomials

Other articles related to "binomial, binomials":

Binomial Transform
... The binomial transform, T, of a sequence, {an}, is the sequence {sn} defined by Formally, one may write (Ta)n = sn for the transformation, where T is an ... The original series can be regained by The binomial transform of a sequence is just the nth forward difference of the sequence, with odd differences carrying a negative sign, namely ... Some authors define the binomial transform with an extra sign, so that it is not self-inverse whose inverse is ...
Scientific Authority - Derivation of Binomial Names
... See also List of Latin and Greek words commonly used in systematic names A complete binomial name is always treated grammatically as if it were a phrase in the Latin ... However, the two parts of a binomial name can each be derived from a number of sources, of which Latin is only one ... Thus both parts of the binomial name Homo sapiens are Latin words, meaning "wise" (sapiens) "human/man" (Homo) ...
Operations On Simple Binomials
... The binomial can be factored as the product of two other binomials ... can also be extended to when working over the complex numbers The product of a pair of linear binomials and is A binomial raised to the nth power, represented as can be expanded by means of the binomial theorem or ... Taking a simple example, the perfect square binomial can be found by squaring the first term, adding twice the product of the first and second terms and finally adding the square of the second term, to give ...
Binomial QMF
... A binomial QMF – properly an orthonormal binomial quadrature mirror filter – is an orthogonal wavelet developed in 1990 ... The binomial QMF bank with perfect reconstruction (PR) was designed by Ali Akansu, et al ... published in 1990, using the family of binomial polynomials for subband decomposition of discrete-time signals ...
Scientific Authority - Value
... The value of the binomial nomenclature system derives primarily from its economy, its widespread use, and the uniqueness and stability of names it generally favors Economy ... Compared to the polynomial system which it replaced, a binomial name is shorter and easier to remember ... The binomial system of nomenclature is governed by international codes and is used by biologists worldwide ...