@ZenoRogue
  @ZenoRogue
ZenoRogue | Rotation in horocyclic coordinates @ZenoRogue | Uploaded November 2019 | Updated October 2024, 1 hour ago.
Hyperbolic plane rotating in the horocyclic coordinates model. Rarely used to draw pictures, but very useful for understanding the Solv geometry (where the XZ and YZ hyperbolic planes are best modelled in the hyperbolic coordinates, but one of them is reversed).
Rotation in horocyclic coordinatesWhat would you ACTUALLY see in spherical geometryTrapped in a 3-sphere, crocheting Euclidean planes!Three-Point Equidistant ProjectionHyperbolic GlitchMaking of: Bad Apple, but rendered with hyperbolic planesMathematicians on TwitterBad Apple, but rendered with hyperbolic planesSpherical PortalPenrose ChainmailNon-Euclidean Third Dimension in GamesNon-Euclidean geometry AND portals!

Rotation in horocyclic coordinates @ZenoRogue

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