composite function

noun

Mathematics.

1. a function obtained from two given functions, where the range of one function is contained in the domain of the second function, by assigning to an element in the domain of the first function that element in the range of the second function whose inverse image is the image of the element.

Word History and Origins

Origin of composite function¹

First recorded in 1960–65

Example Sentences

He proposed that every feature in a human—height, weight, intelligence, beauty—was a composite function generated by a conserved pattern of ancestral inheritance.

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