Linked from

The 19 pages that link to Ancient Greek mathematics, each with the reason it gives.

• Algebraic numberNarrower topic: Greek work on incommensurable magnitudes foreshadowed distinctions among kinds of numbers.

• PythagorasNarrower topic: It provides the wider intellectual setting for mathematical traditions attributed to Pythagoras.

• EratosthenesNarrower topic: His circumference calculation exemplifies the use of geometric reasoning to investigate nature.

• Thales of MiletusRelated: Claims that Thales founded deductive geometry are difficult to verify from surviving evidence.

• Thales' theoremNarrower topic: The theorem is traditionally associated with early Greek geometric proof.

• InfinitesimalNarrower topic: Greek exhaustion arguments addressed problems later approached through infinitesimal quantities.

• Oxyrhynchus PapyriRelated: Mathematical texts among the finds document ancient learning beyond canonical literature.

• Sieve of EratosthenesNarrower topic: The method is attributed to a mathematician working in the Hellenistic Greek world.

• Squaring the circleNarrower topic: The classical formulation arose within Greek geometry’s construction problems.

• Pappus of AlexandriaNarrower topic: Pappus’s work is a late, substantial witness to this broader tradition.

• Philosophy of mathematicsNarrower topic: Its proof-centered tradition helped shape enduring ideas about mathematical demonstration.

• The Nine Chapters on the Mathematical ArtCompared with: Its algorithm-centered organization contrasts with the proof-centered emphasis of many Greek works.

• Philo of ByzantiumRelated: Geometry and calculation underpinned the design principles in Hellenistic mechanical writing.

• Hippocrates of ChiosNarrower topic: His geometric work belongs to the early classical phase of this tradition.

• Ancient Greek technologyNarrower topic: Geometry and calculation supplied methods for designing structures and mechanical devices.

• Hero of AlexandriaNarrower topic: Hero’s practical geometry and measurement belonged to this broader mathematical tradition.

• Poncelet–Steiner theoremNarrower topic: The theorem addresses the classical Greek restriction to straightedge-and-compass constructions.

• Apollonius's theoremNarrower topic: The theorem's traditional attribution places it within this historical mathematical culture.

• Science in classical antiquityBroader topic: Greek mathematics supplied rigorous demonstrations and quantitative tools for astronomy and mechanics.