Dimensional solution for Heisenberg’s uncertainty principle:
The absolute position of a particle can be determined solely using 3d (xyz) space, but the motion of a particle must be evaluated in 4d (xyz+t) space. Both attributes cannot be known at the “same time” because that dimension (time) doesn’t exist in 3d space. The only exception would be a particle at perfect rest in its 4d environment, in which case, motion is nil and time is obviated as a meaningful factor. Meanwhile, the momentum of a particle may only be known in a type of “5d” (xyz+t+m) space.