Difference between revisions of "4D geometry"
(Created page with "4D geometry is the study of 4D objects, which is harder than 3D because we live in a 3D world. Because of that reason, most of it is Analytic 4D geometry. There are quite som...") |
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* Knots won't exist in this dimension | * Knots won't exist in this dimension | ||
* The highest dimension that embeds one of the six simple surfaces formed by gluing opposite edges of a square. | * The highest dimension that embeds one of the six simple surfaces formed by gluing opposite edges of a square. | ||
| − | * The lowest dimension that contains a flat torus: the [[ | + | * The lowest dimension that contains a flat torus: the [[Clifford torus]] |
* There won't be any stable orbits in this dimension | * There won't be any stable orbits in this dimension | ||
{{stub}} | {{stub}} | ||
Latest revision as of 14:39, 2 September 2024
4D geometry is the study of 4D objects, which is harder than 3D because we live in a 3D world. Because of that reason, most of it is Analytic 4D geometry.
There are quite some interesting things about 4D, like:
- Being the last dimension to have more than three "platonic solids"
- Being able to completely flip any 3D object
- Knots won't exist in this dimension
- The highest dimension that embeds one of the six simple surfaces formed by gluing opposite edges of a square.
- The lowest dimension that contains a flat torus: the Clifford torus
- There won't be any stable orbits in this dimension
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