| Election type | Ordinal |
|---|---|
| Culture | Euclidean 3D-or-more |
| Candidates | {10} |
| Voters | {50} |
| Instances | None |
| The number of samples is: (20 + 60 + 60) + (3 * 20 + 20) + 4 * 20 + (20 + 20) = 340 | |
| Parameters | Uniform 3D ($[0,1]^3$); Uniform 3D Sphere ($(0, 0)$ $r=1$); Uniform 5D ($[0,1]^5$); Uniform 5D Sphere ($(0, 0)$ $r=1$); Uniform 10D ($[0,1]^10$); Uniform 20D ($[0,1]^20$) |
| Section 6. To get a feeling as to how much precision is lost due to various aggregate representations, in Table 1 we compare the number of ANECs and the numbers of equivalence classes of the positionwise, pairwise, and Bordawise metrics, for small elections; we computed the table using exhaustive search. |