Source: wikibot/conull-set
= Conull set
{wiki=Conull_set}
The term "Conull" typically relates to the concept of "null sets" in measure theory. A "conull set" is defined in the context of a measure space and refers to a set that is the complement of a null set. More specifically: - A **null set** (or measure zero set) is a set that has Lebesgue measure zero.