3 ms·
In short: scaling -> real numbers 1d rotations and scaling -> complex numbers 2d rotations and scaling -> quaternions In the case of quaternions, there is c
by stared 8mo ago
In short:
scaling -> real numbers
1d rotations and scaling -> complex numbers
2d rotations and scaling -> quaternions
In the case of quaternions, there is called double-covering, which turns out (rather than being an artefact), play fundamental role in particle physics.
- conformist 8mo agoYeah sure SU(2) up to sign is isomorphic to SO(3) and whatnot… I think it’s probably mostly the computer graphics history and the cool name that gets people excited about quaternions?
- deleted 8mo ago[deleted]