measurable function

Noun

 * 1)  A function whose codomain is a topological space and domain is a measurable space, with the property that the inverse image of every open set in its codomain is a measurable set in its domain.
 * 2)  Any well-behaved function of real numbers between measurable spaces.

Translations

 * Finnish: mitallinen funktio
 * German: messbare Funktion
 * Romanian: funcție măsurabilă
 * Russian: измеримая функция