The Heisenberg uncertainty principle is not a statement about measurement disturbing systems. It is a structural property of pairs of observables whose operators don't commute.
ΔxΔp ≥ ℏ/2 holds for any quantum state, even when no measurement is performed. Position and momentum have a fundamental joint-distribution constraint built into the algebra of quantum operators. This is why every popular-physics 'observer effect' framing misses the point — the limit is in the physics, not the technology.


