When looking into the distance, the eyes diverge until parallel, effectively fixating the same point at infinity ( or very far away ).
42.
This transformation is 1-1 meaning that each point is mapped to a unique point only if we theoretically include the points at infinity.
43.
A modern geometrical version of infinity is given by projective geometry, which introduces " ideal points at infinity ", one for each spatial direction.
44.
When the projective line is represented as a real line with point at infinity, the elements of the projective linear group act as fractional linear transformations.
45.
In the geometry of a complex projective plane, the circular points at infinity seem to be all that is needed to define which curves are circles.
46.
It is possible to turn the real line into a compact space by adding a single " point at infinity " which we will denote by ".
47.
In higher dimensions, all the points at infinity form a projective subspace of one dimension less than that of the whole projective space to which they belong.
48.
He developed the concept of parallel lines meeting at a point at infinity and defined the circular points at infinity that are on every circle of the plane.
49.
He developed the concept of parallel lines meeting at a point at infinity and defined the circular points at infinity that are on every circle of the plane.
50.
The allowable power " k " has to be determined by analysis of the possible pole at the point at infinity on the corresponding hyperelliptic curve.
