Origin of cross ratio
Examples from the Web for cross ratio
Historical Examples of cross ratio
The cross-ratio of four points equals that of the four conjugate points.
Before we draw conclusions from this result, we must investigate the meaning of a cross-ratio somewhat more fully.
If we take the points in a different order, the value of the cross-ratio will change.
It is convenient to let the point at infinity occupy the last place in the symbolic expression for the cross-ratio.
The cross-ratio of any four points in one equals that of the corresponding points in the other.