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This document discusses the history of non-Euclidean geometry, specifically hyperbolic geometry. It explains that until the 19th century, Euclidean geometry was thought to be the only possible geometry. However, mathematicians like Gauss, Bolyai, and Lobachevsky independently discovered that other geometries could exist by questioning or denying the fifth postulate of Euclid. They laid the foundations for hyperbolic geometry, though Lobachevsky was the first to publish works developing this new non-Euclidea

Author

Carlos Pocx

Language

EN