Linked from

The 37 pages that link to Power set, each with the reason it gives.

• SetBroader topic: It gathers every possible subcollection of a set into one set.

• Set theoryBroader topic: The power-set operation creates larger sets and drives results about cardinality.

• SubsetBroader topic: It gathers every set related to a given set by subsethood.

• Cantor's theoremBroader topic: It is the set whose cardinality Cantor’s theorem compares with the original set.

• Lattice (order theory)Broader topic: Union and intersection give joins and meets for every pair of subsets.

• ElementBroader topic: Its elements are themselves sets built from elements of the original set.

• Axiom of Power SetBroader topic: The axiom guarantees this collection is itself a set.

• Element of a setBroader topic: Its elements are sets, illustrating that sets can themselves be members.