# Spatial Dimension

A Spatial Dimension is a mathematical representation of the physical world into a three dimensional Euclidean space

**AKA:**Spatial Coordinate, Space**Context:****Example(s):****Counter-Example(s):****See:**Spacetime, Euclidean Space, Coordinate system

## References

### 2015

- (Wikipedia, 2015) ⇒ http://wikipedia.org/wiki/Spacetime
- QUOTE: In cosmology, the concept of spacetime combines space and time to a single abstract universe. Mathematically it is a manifold consisting of "events" which are described by some type of coordinate system. Typically
**three spatial dimensions**(length, width, height), and one**temporal dimension**(time) are required. Dimensions are independent components of a coordinate grid needed to locate a point in a certain defined "space". For example, on the globe the latitude and longitude are two independent coordinates which together uniquely determine a location. In spacetime, a coordinate grid that spans the 3+1 dimensions locates events (rather than just points in space), i.e., time is added as another dimension to the coordinate grid. This way the coordinates specify*where*and*when*events occur. However, the unified nature of spacetime and the freedom of coordinate choice it allows imply that to express the temporal coordinate in one coordinate system requires both temporal and spatial coordinates in another coordinate system. Unlike in normal spatial coordinates, there are still restrictions for how measurements can be made spatially and temporally (see Spacetime intervals). These restrictions correspond roughly to a particular mathematical model which differs from Euclidean space in its manifest symmetry.

- QUOTE: In cosmology, the concept of spacetime combines space and time to a single abstract universe. Mathematically it is a manifold consisting of "events" which are described by some type of coordinate system. Typically