hyperbolic geometry sentence in Hindi
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- Other useful models of hyperbolic geometry exist in Euclidean space, in which the metric is not preserved.
- These forms, based on non-Euclidean hyperbolic geometry, are known today as hyperboloids of revolution.
- The geometry on rapidity space is inherited from the hyperbolic geometry on velocity space via the map stated.
- Interactive geometry and analysis takes place in the realm of euclidean geometry, spherical geometry or hyperbolic geometry.
- Several authors still consider " non-Euclidean geometry " and " hyperbolic geometry " to be synonyms.
- The characteristic postulate of hyperbolic geometry says that there are at least two lines of the latter type.
- In the late 1970s, William Thurston introduced hyperbolic geometry into the study of knots with the hyperbolization theorem.
- These together with the subspace hyperplanes separating hemispheres are the hypersurfaces of the Poincar?disc model of hyperbolic geometry.
- M�bius transformations are also isometries of the hyperbolic plane, so in hyperbolic geometry all Apollonian gaskets are congruent.
- However, in spherical geometry and hyperbolic geometry, there are infinitely many different shapes of right isosceles triangles.
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