Definitions from Wiktionary (hyperbolic geometry)
▸ noun: (geometry) A type of geometry that rejects the parallel postulate. Given a straight line L and a point p not on L, more than one straight line can be drawn through p without intersecting L.
▸ noun: (geometry) A non-Euclidean geometry, that features the hyperbola as geodesic, and has constant negative curvature
▸ Words similar to hyperbolic geometry
▸ Usage examples for hyperbolic geometry
▸ Idioms related to hyperbolic geometry
▸ Wikipedia articles (New!)
▸ Words that often appear near hyperbolic geometry
▸ Rhymes of hyperbolic geometry
▸ Invented words related to hyperbolic geometry
▸ noun: (geometry) A type of geometry that rejects the parallel postulate. Given a straight line L and a point p not on L, more than one straight line can be drawn through p without intersecting L.
▸ noun: (geometry) A non-Euclidean geometry, that features the hyperbola as geodesic, and has constant negative curvature
Similar:
hyperbolic angle,
hyperbolic plane,
hyperbola,
hypercycle,
hyperbolic sector,
gyroparallelogram,
hyperboloid of revolution,
antiparallel,
gyrotrigonometry,
hyperellipse,
more...
Opposite:
▸ Words similar to hyperbolic geometry
▸ Usage examples for hyperbolic geometry
▸ Idioms related to hyperbolic geometry
▸ Wikipedia articles (New!)
▸ Words that often appear near hyperbolic geometry
▸ Rhymes of hyperbolic geometry
▸ Invented words related to hyperbolic geometry