The minimal distance between any two points on a sphere is the shortest distance along the surface of the sphere between those two points.
The minimal distance on a sphere is calculated using the Great Circle Distance formula, which takes into account the radius of the sphere and the angles between the two points.
No, the minimal distance on a sphere is always a positive value. Negative distances are not possible on a sphere because it is a closed surface with no inside or outside.
Yes, the minimal distance on a sphere is affected by the size of the sphere. A larger sphere will have a longer minimal distance between two points compared to a smaller sphere with the same two points.
The minimal distance on a sphere is used in many real-world applications, such as navigation systems, satellite communication, and geospatial analysis. It helps in determining the shortest distance between two locations on the Earth's surface, taking into account the curvature of the Earth.