Bijective Mapping of an Interval to a Square
Bijective Mapping of an Interval to a Square
This Demonstration shows a discretized version of a bijective map between points in the unit interval and points in the unit square, with and . Each point on the square corresponds to a unique point on the interval and vice versa. This map shows that these one- and two-dimensional sets of points have the same cardinality.
p
0≤p<1
(x,y)
0≤x<1
0≤y<1