Borel measurable
Adjective
Meaning
Borel measurable (not comparable)
(mathematical 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.
Adjective
Borel measurable (not comparable)
(mathematical 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.