I have 2 sets of 2D points, and each of the points P(x,y) satisfies these conditions
- $x \geq 0$
- $y \geq 0$
- $x + y \leq 1$
I am looking for a way to find out the similarity of the 2 sets.
In the "distance" Wikipedia page, the part "Distances between sets.." covers distances between sets of 1D points, such as Hausdorff distance. I would like to know if there are other distances between sets of 2D points.
Any comments are welcome!