|
|
|
|
|
by xeonmc
848 days ago
|
|
It is not affine transforms per se but rather the expansion into homogeneous coordinates that enables translation by treating it as if it's a shear that leaves the reciprocal dimension untouched. > Rotation = multiplying by an imaginary unit. This is also not quite right. Rotation is multiplying by a complex number with a magnitude of 1 (or perhaps you meant to say "raising a number to the power of i"?) |
|
"complex number with a magnitude of 1" is the definition of a "complex unit".