Torus immerse in R^3

Torus

Hyper-Space

Moving through Hyper-Space

Hidden Space

Faster then Ligth

Multidimensional Space in a Cell

Dimensions

Normal

Hyperbolic Geometry in Solid Geometry

Lobatschewsky-Bolyai Geometry in Euclidean Geometry can be extend into by solid geometry by:

Space = Region of points inside a sphere.

Point = Point inside of a Sphere

Strait Line = Chord in the Sphere (i.e. Volume Cap is Pi*h^2*(3r-h)/3 and the spherical cap is 2*Pi*r*h)

Plane = Points of a plane section which are inside of the Sphe

Displacements = Projective transformation in the space (i.e. dot products, cross product and linear mapping), which change the region of the point inside the sphere itself