Geometry

   

The Geometric Theory of Teleportation

Authors: Franz Hermann

It is known that it is impossible to leave the hyperbolic geometry induced by the absolute as a second-order curve on the projective real plane. However, using the properties and methods of some imaginary hyperbolic geometry, it is possible to "teleport" a straight line segment located on a plane in hyperbolic geometry to another part of the same plane where the elliptic geometry is induced. Read about this in our article.

Comments: 9 Pages.

Download: PDF

Submission history

[v1] 2020-10-16 10:40:05

Unique-IP document downloads: 285 times

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