3 ms·
Euclidean distance is only 'mathematically correct' if you care about rotations in your space being distance preserving. I don't think that is really the case i
by rocqua 3y ago
Euclidean distance is only 'mathematically correct' if you care about rotations in your space being distance preserving. I don't think that is really the case in these spaces.
There is a whole branch of mathematics called dedicated to other ways to measure distance.
- 0xdeadbeefbabe 3y agoHow wouldn't distances be preserved under rotation. I'm asking for a friend of course.
- rocqua 3y agoIn the Manhattan distance for example if you rotate your coordinate grid, distances will change.