One-dimensional space is a geometric model of the material world in which the position of a point can be characterized by just one number [1] .
One-Dimensional Space Geometry
The only polytop existing in one-dimensional space is a segment . A hypersphere in one-dimensional space is a pair of points located at a distance from each other equal to
- ,
Where Is the radius of the circle.
An example of a coordinate system in one-dimensional space is a numerical line on which points and segments are located that have only one spatial characteristic - length, or length [1] . One-dimensional space can also be considered an angle . An ordinary line on which a point with a coordinate of 0 is set as a reference point cannot be considered a one-dimensional space, although a simple line without any points can be considered as such [2]
Number line
Angle