Axiom of constructibility
= Axiom of constructibility
{wiki=Axiom_of_constructibility}
The Axiom of Constructibility, denoted as \\( V = L \\), is a principle in set theory that asserts that every set can be constructed in a specific hierarchy of sets called "L," which is the class of all constructible sets. This axiom is part of a broader framework known as the von Neumann universe, which organizes sets into levels based on the complexity of their construction.