Non-Euclidean Geometry

Net Wars

Euclidean Geometry was once considered a perfectly consistent and complete mathematical system.

The emergence of Non-Euclidean Geometries, like hyperbolic and elliptic geometry was an intellectual revolution. It turns out that Euclid’s Parallel Axiom is incomplete. It was an assumption about a line would far beyond our experience. What if we change the rule? What happens then?

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