Linked from

The 76 pages that link to Set, each with the reason it gives.

• Axiom schema of specificationRelated: The schema starts with an already existing set whose elements can be selected.

• Mathematical structureNarrower topic: A structure begins with an underlying set of objects.

• Membership relationNarrower topic: Membership states whether an object belongs to one of these collections.

• Ramsey's theoremNarrower topic: The theorem colors subsets drawn from an underlying infinite set.

• Axiom of Power SetNarrower topic: The axiom states what set must exist for each set already given.

• Commutative propertyRelated: Binary operations are defined on sets, whose elements serve as possible operands.

• Von Neumann–Bernays–Gödel set theoryBroader topic: In NBG, sets are precisely the classes that belong to some class.

• Axiom of regularityNarrower topic: Regularity quantifies over sets and their elements.

• Axiom schema of replacementNarrower topic: Replacement begins with a set of inputs and asserts that their defined outputs also form a set.

• Free objectNarrower topic: A set provides the generators for the free construction over sets.

• MagmaNarrower topic: A magma's elements form the set on which its operation acts.

• Youssou N'DourBroader topic: The album paired N'Dour’s Senegalese musical identity with international production and collaboration.

• CodeNarrower topic: Sets are among the simplest objects represented by codes.

• Hom functorRelated: In an arbitrary category, Hom-values are sets rather than necessarily groups.

• Set (abstract data type)Narrower topic: The abstract data type takes its central idea—distinct membership—from this mathematical structure.

• Venn diagramNarrower topic: Each curve represents a set of objects.

• Axiom of Empty SetNarrower topic: The axiom asserts existence of an object that qualifies as a set.

• Axiom of global choiceNarrower topic: The axiom selects from every nonempty set, not merely from one specified family.

• Axiom of limitation of sizeCompared with: The principle separates sets from proper classes by their relative size.

• Element of a setNarrower topic: An element is defined by its membership in a set.

• Family (mathematics)Narrower topic: The index set supplies the labels that organize the family.

• Grimm's conjectureNarrower topic: The proof framework compares sets of integers with sets of available prime divisors.

• Mathematical conceptsRelated: Sets provide a basic language for grouping objects and defining many other structures.

• Mostowski collapse lemmaNarrower topic: The relation's domain must be a set for the lemma's stated form.

• Universe (mathematics and logic)Narrower topic: A universe is often represented as a set, though some theories use broader collections.

• Value (mathematics)Narrower topic: A value may belong to a set of permitted outputs or possible assignments.