Noun

operators

1. Plural form of operator.

Anagrams

• aeroports

In mathematics, an operator is a type of function. Often, an "operator" is a function which acts on functions to produce other functions (the sense in which Oliver Heaviside used the term) (See also Higher-order function); or it may be a generalization of such a function, as in linear algebra, where some of the terminology reflects the origin of the subject in operations on the functions which are solutions of differential equations. An operator can perform a function on any number of operands (inputs) though most often there is only one operand.

An operator might also be called an operation, but the point of view is different. For instance, one can say "the operation of addition" (but not the "operator of addition") when focusing on the operands and result. One says "addition operator" when focusing on the process of addition, or from the more abstract viewpoint, the function +: S×S → S.

Notation

An operator name or operator symbol is a notation which denotes a particular operator. When there is no danger of confusion, an operator name or operator symbol may be referred to more briefly as an "operator". Strictly speaking, however, the operator is a mathematical object and not the syntactic entity which denotes it. The reason for identifying it with its notation is that there are some operators which have come to have standard notations.

Unicode reserves U+2200 to U+22FF for basic "Mathematical Operators," almost all of which is defined in version 1.0 (and thus can be displayed by most internet browsers released since October 1991)