Linked from

The 20 pages that link to Abstract algebra, each with the reason it gives.

• Linear algebraNarrower topic: Linear algebra uses algebraic structures but focuses specifically on vector spaces and linear maps.

• Category theoryNarrower topic: Category theory reframes relationships among the structures studied in abstract algebra.

• Emmy NoetherNarrower topic: Noether helped make structural methods central to twentieth-century algebra.

• Richard DedekindNarrower topic: His structural treatment of number systems helped shape algebra beyond explicit calculations.

• Évariste GaloisNarrower topic: Galois's work helped shift algebra from formulas toward the study of structures.

• Arthur CayleyNarrower topic: Cayley’s structural treatment of algebra helped prepare the way for this broader subject.

• History of algebraNarrower topic: By the nineteenth and twentieth centuries, algebra increasingly studied structures rather than particular equations.

• Universal algebraNarrower topic: Universal algebra supplies a general structural language within the broader study of abstract algebra.

• Saunders Mac LaneNarrower topic: Mac Lane’s early research in algebra supplied problems and examples for categorical methods.

• Elementary algebraNarrower topic: It develops algebra beyond numerical expressions and equation-solving techniques.

• Zassenhaus lemmaNarrower topic: The lemma is a standard structural theorem in the algebraic study of groups.

• Axiom (computer algebra)Narrower topic: These structures supply much of the mathematical vocabulary Axiom encodes.

• Steinitz exchange lemmaNarrower topic: Steinitz's exchange argument became a reusable structural theorem rather than a coordinate calculation.