A threshold decision turns a measured signal into a state label by applying a declared inequality rule. The one result is exact only for the stated signal, threshold, and ideal comparator; laboratory decisions need noise margins, histograms, assignment-error estimates, drift checks, and repeated calibration.

The threshold rule turns a checked signal into a finite readout result. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

The threshold rule is an inequality

A signal of 8 is greater than threshold 5, so the checked result is one.

8>5⇒∣1⟩8>5\Rightarrow \lvert 1\rangle
Above thresholdThe signal marker is to the high side.zero signal 2one signal 8threshold 5input 8 reads one

The readout is a declared decision rule

The diagram does not claim electron paths or detector noise. It shows a finite threshold decision with signal 8.

readout=∣1⟩\text{readout}=\lvert 1\rangle
Decision is oneThe displayed decision is bound to the threshold comparison.zero signal 2one signal 8threshold 5input 8 reads one