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The 21 pages that link to History of mathematics, each with the reason it gives.

• Heron's formulaNarrower topic: The formula's naming and earlier attestations illustrate how mathematical results acquire attribution.

• Ancient Greek mathematicsNarrower topic: Greek mathematics is one influential tradition within mathematics’ wider history.

• Babylonian mathematicsNarrower topic: Babylonian tablets provide some of the earliest extensive evidence for written mathematical problem solving.

• Greek mathematicsNarrower topic: Greek mathematics is one influential tradition within the broader history of the subject.

• Rhind Mathematical PapyrusNarrower topic: The papyrus provides evidence for mathematics practiced in ancient Egypt.

• Pappus of AlexandriaNarrower topic: Pappus is a key source for reconstructing Greek mathematics from surviving texts.

• Luca PacioliNarrower topic: Pacioli’s work sits at the intersection of mathematical transmission and practical computation.

• Hippocrates of ChiosNarrower topic: Hippocrates is a key early figure in the history of Greek geometry.

• Indian mathematicsNarrower topic: Indian mathematics is a major regional tradition within mathematics’ global history.

• Liu HuiNarrower topic: Liu Hui’s commentary is a major source for understanding early Chinese mathematical reasoning.

• Yang HuiNarrower topic: Yang Hui's writings are evidence for the history of mathematics beyond the European canon.

• Al-KarajiNarrower topic: His place in the history of algebra is part of a wider account of mathematical change.

• Al-JabrNarrower topic: Al-jabr connects medieval equation-solving with the later history of algebra.

• Zu ChongzhiNarrower topic: His work is a prominent episode in the history of mathematical approximation and astronomy.

• Jean DieudonnéNarrower topic: Dieudonné treated the subject as a history of evolving mathematical concepts.

• Anania ShirakatsiNarrower topic: His work is a notable early contribution to mathematics in the Armenian intellectual world.

• Anatoly FomenkoNarrower topic: This is the academic field in which Fomenko built his scholarly reputation.

• Midy's theoremNarrower topic: Midy’s theorem is a small but enduring result in the history of elementary number theory.

• PandrosionNarrower topic: Reconstructing her work requires separating Pappus’s polemic from the mathematics it describes.

• Von Staudt–Clausen theoremNarrower topic: The theorem’s joint naming reflects independent discoveries by two nineteenth-century mathematicians.