English-Finnish translations for inverse function

Definition of inverse function

  • For a given function ''f'', another function, denoted ''f''−1, that reverses the mapping action of ''f''; given a function f: X\rightarrow Y, a function g: Y\rightarrow X such that, \forall x\in X,\ f = y \implies g=x

Examples

  • Halving is the inverse function of doubling
  • If an inverse function exists for a given function, then it is unique
  • The inverse function of an inverse function is the original function

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