# 7 Finite Set Constraints: FS

We use the following notation for operations and relations on sets. We write , and for set union, intersection, and difference, and for inclusion and disjointness, for the set cardinality, and for the element relation. Furthermore, we write and for the empty set and the universal set.

For every set specification Spec we write the set M specified by Spec as M = . For example, denotes . Further, for every set S we denote with a set description D such that .