3 ms·
That's not a particularly fruitful generalization. The traditional definition begins: > The cross product on a Euclidean space V is a bilinear map from V × V t
by itishappy 3y ago
That's not a particularly fruitful generalization. The traditional definition begins:
> The cross product on a Euclidean space V is a bilinear map from V × V to V.
This is required for some of the cross product's useful properties such as:
|a x b| = |a| |b| sin(theta)
This only works in 0, 1, 3, and 7 dimensions.