# Borel measurable

## EnglishEdit

### AdjectiveEdit

**Borel measurable** (*not comparable*)

- (analysis, of a function) Such that the inverse image of any open set in its codomain is a Borel set of its domain.
*Continuous functions are***Borel measurable**.

**Borel measurable** (*not comparable*)

- (analysis, of a function) Such that the inverse image of any open set in its codomain is a Borel set of its domain.
*Continuous functions are***Borel measurable**.