N-cube
In geometry, an n-dimensional hypercube is more commonly referred to as an n-cube, where n represents the number of dimensions.
These n-cubes act very differently than you might think. Once rendering a 4-dimensional cube, you must rely on your intuition about 3D and 2D space, to fully grasp locality.
This visualisation attempts to assist in your understanding, through the rotation of the n-cube about different planes.
For aid check out this
video.
"In order to more fully understand this reality, we must take into account other dimensions of a broader reality."
Number of Dimensions
4
4
Speed
0.01
0.01
Scaling
How large the figure is
How large the figure is
Distance
Works only on a non-isometric projection
Works only on a non-isometric projection
Isometric projection
Non-isometric projections need large scaling
Non-isometric projections need large scaling
Rotations
To enable the rotation of planes defined by the axes click on the text below
To enable the rotation of planes defined by the axes click on the text below
Visualisation by Ninivert
View GitHub
Page author: Harris Perdikoyiannis