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Lesson 8 of 10 in this unit

Understand Neural Networks · ORIGINAL LEARN AI LESSON

Who receives the errors?

Trace a limited review budget through two channels and compare who is missed, reviewed unnecessarily or absent from the evidence.

By the end: Calculate subgroup rates from counts, distinguish competing criteria and justify a capacity decision with explicit limitations.

Start with the exampleJump to the experimentRead the explanation
Prerequisites and path options

Why learn this? Find who bears a model’s errors and decide where limited human review can help.

01 · TRY

Start with something concrete.

An equipment desk reports one accuracy score for all requests. But online requests and in-person requests may experience different errors. Only eight can receive urgent review today. Who benefits from the ordering rule, and who is left waiting?

Try the interactive model
02 · PREDICT
Before you experiment

If four online and four desk requests get reviewed, must their review rates be equal?

If four online and four desk requests get reviewed, must their review rates be equal?
03 · EXPERIMENT

Change one thing. Watch what follows.

Loading this browser experiment…

04 · UNDERSTAND
READ & CONNECT

Understand what changed.

Back to the experiment

A shorter explanation, with the original worked examples available below. Both explain the same experiment and its limits.

Same learning goal in both modes: Calculate subgroup rates from counts, distinguish competing criteria and justify a capacity decision with explicit limitations.

The idea in everyday terms

An overall score can hide differences between groups. Here the groups are online and desk requests. They are collection channels in a fictional example, not fixed kinds of people. Count each group’s urgent cases, misses and unnecessary reviews.

What to watch in the experiment

Compare review policies under the same limited capacity. Ask which errors the policy reduces and who still waits. Different fairness criteria can point toward different choices, so state the criterion and the affected population.

What this does not establish

The supplied scores are not learned probabilities. A small channel comparison cannot settle real fairness, label quality, missing groups or access barriers; those need further evidence and review.

Open the full worked examples, calculations and limitations

This is the same reference used in Technical mode. Expand it whenever you need the exact numbers, assumptions or further explanation.

One overall score hides several experiences

A fictional school equipment desk receives requests through two subgroups: online and in person. These groups describe collection channels, not protected characteristics or fixed kinds of people. A real audit would need relevant groups, intersections and input from affected users.

The lab uses 12 online requests and 8 desk requests. Six online and four desk requests truly need urgent review. Supplied scores rank requests; they are not learned probabilities. The true labels are treated as correct for the experiment. In practice, ask who supplied labels, how disagreements were resolved and whether the definition of urgency fits the intended use.

A threshold is only the first gate

The first gate admits requests whose score meets their channel’s threshold. The second gate fills limited review capacity. At the default threshold of 0.50 and capacity of eight, the highest eligible scores win, with dataset order breaking exact score ties.

The flow diagram separates all requests, eligible requests and actual reviews. Lowering a threshold may admit a request without providing a slot. Read the individual trace to distinguish “below threshold” from “capacity deferred.” Neither is an automatic permanent denial: the lab represents one review round, and later outcomes are outside its scope.

Equal counts are not equal rates

In the default ranking, six online requests and two desk requests receive review. Four of the six urgent online requests are caught; only one of the four urgent desk requests is caught. These are worked-example defaults; the workbench recomputes every count when you change controls.

online recall=46≈66.7%,desk recall=14=25%\text{online recall}=\frac{4}{6}\approx66.7\%,\qquad \text{desk recall}=\frac{1}{4}=25\%

Recall means the fraction of truly urgent requests that receive review. Review rate means reviewed requests divided by all requests in that channel. False-positive rate means ordinary requests receiving review divided by all ordinary requests. Precision means truly urgent requests divided by all reviewed requests. The counts are in requests; the rates are unitless fractions expressed as percentages.

Reserving four slots per channel gives equal counts, but review rates are 4 / 12 ≈ 33.3% online and 4 / 8 = 50% at the desk. Never compare rates without their denominators. If no examples of a group are present, performance is unknown. If there are no actual urgent cases, recall is undefined rather than measured zero.

Different criteria ask different questions

Equal review rates ask whether groups receive review at the same fraction. Equal recall asks whether urgent cases are caught at the same fraction. Equal false-positive rates ask whether ordinary cases receive unnecessary review at the same fraction. These criteria can favor different policies. Matching one does not establish that every relevant harm, benefit or access barrier has been addressed.

Try reserving two online and six desk slots while lowering the desk threshold to 0.30. Online recall falls to 2 / 6, while desk recall rises to 4 / 4. Explain whose urgent requests are delayed by that allocation. A decision needs a reason for the tradeoff, not just the word “fair.” The example is a way to inspect consequences, not a recommendation to use channel-specific thresholds in a real service.

Reservation has its own policy choice: this lab leaves unused reserved slots empty. Other policies could transfer them, rotate service over time or escalate exceptions. Those rules change outcomes and must be tested explicitly. The lab does not assume human review is perfect or that an urgent review guarantees equipment.

Examine the evidence behind the numbers

A group’s measured recall of 1 / 2 and another’s 10 / 20 both equal 50%, but the first is much more uncertain. Revisit sampling uncertainty before interpreting a gap or a match. The twenty synthetic examples here are development evidence, not representative samples that establish real service quality.

For a decision brief, record the population, available capacity, compared policy, per-group counts, chosen criterion, affected users and remaining uncertainty. Request evidence on missing groups, disputed labels, access barriers and appeals. Engineers can implement the two-stage allocator with tests for ties, empty eligibility and unfilled reservations. Independent assessment of an implementation or decision requires new evidence and review beyond this practice lab.

05 · APPLY
Check your understanding

A subgroup has 2 actual urgent requests; 1 receives review. Another has 20 actual urgent requests; 10 receive review. What is justified?

A subgroup has 2 actual urgent requests; 1 receives review. Another has 20 actual urgent requests; 10 receive review. What is justified?
06 · CONTINUE

Take this idea with you.

Show group counts, state the criterion you are comparing and account for capacity. Investigate missing coverage, label quality and affected users before recommending a policy; no metric automatically settles fairness.

My Learning
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How this topic connects

Explore this topic on the interactive map

Use these connections to review a foundation or choose where to go next. You can open any topic without completing the others.

What it builds on

  • Decision thresholds

    Choose when to act on a prediction by comparing the consequences of different kinds of error.

  • Sampling and uncertainty

    Judge how much confidence a small sample deserves before making a larger commitment.

You are hereWho receives the errors?

Trace a limited review budget through two channels and compare who is missed, reviewed unnecessarily or absent from the evidence.

What it enables

  • Use data with a purpose

    Choose which data a task actually needs so you avoid unnecessary collection and misleading reuse.

Original Learn AI lesson ·Inspect sample uncertainty