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Does there exist a general formula relating the diameter of a circle to its radius in the case of a non-euclidean geometry?

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#noneuclidean-geometry
260
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Find all Equiangular Platonic triangles

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#geometry #spherical-geometry #spherical-trigonometry #noneuclidean-geometry
172
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Is there another kind of two-dimensional geometry?

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#geometry #noneuclidean-geometry
932
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why there are no parabolic (on a paraboloid) non-euclidean geometry?

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#geometry #terminology #conic-sections #noneuclidean-geometry
1.2k
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The term “elliptic”

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#terminology #elliptic-curves #elliptic-integrals #noneuclidean-geometry
106
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Hyperbolic geometry question concerning lengths between parallel lines

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#hyperbolic-geometry #proof-explanation #noneuclidean-geometry
899
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In hyperbolic geometry, prove that parallel lines are not equidistant

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#geometry #hyperbolic-geometry #proof-explanation #noneuclidean-geometry
292
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Triangles in spherical/elliptical geometry

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#geometry #spherical-geometry #noneuclidean-geometry
212
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Incidence axioms for the upper half plane (complex plane).

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#geometry #hyperbolic-geometry #noneuclidean-geometry
856
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Exotic Geometries

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#geometry #noneuclidean-geometry
98
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congruency of triangles in hyperbolic and spherical geometry

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#geometry #hyperbolic-geometry #spherical-geometry #noneuclidean-geometry
62
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axiomatic Euclidean geometry and its relation to the geometry of special relativity

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#geometry #euclidean-geometry #noneuclidean-geometry #axiomatic-geometry
104
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$\pi$ is dependent on properties of geometry, assuming that we define it as $C/d$. Could then the $\pi$ also be an integer?

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#geometry #euclidean-geometry #pi #noneuclidean-geometry
809
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Proof that three parallel lines don't be cutted by a transversal in Klein model

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#geometry #hyperbolic-geometry #noneuclidean-geometry
1k
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Distance in Poincaré disk from origin to a point given

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#geometry #hyperbolic-geometry #noneuclidean-geometry

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