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Repugnant Conclusion.

Compare population sizes and well-being under total and average evaluations.

Interactive experimentintuitiveField note ·
INTERACTIVE EXPERIMENT / M40

Repugnant Conclusion

Compare population sizes and well-being under total and average evaluations.

CONSIDER & COMPARE

World A has 100 people, each at well-being 10. Create World B with positive well-being, then compare aggregate and average evaluations. The invented units have no empirical calibration.

10010000
0.110
Population ethics comparison
WorldPopulationEach personTotalAverage
A10010100010
B100101000.010

Total evaluation: A and B tie.

Try 10,000 people at 0.2. Total well-being doubles while every person is much worse off than in A.

Parfit’s repugnant conclusion concerns comparisons across different population sizes. This board omits inequality, rights, uncertainty and feasible policy choices; your judgment is not scored.

Well-being units are invented and positive; inequality, rights, feasibility and uncertainty are omitted. Ethical rankings are not scored as facts.

THE SHORT VERSION

Repugnant Conclusion, explained.

The repugnant conclusion is a population-ethics challenge in which a sufficiently large population with lives barely worth living can rank above a smaller population with very good lives under total aggregation.

01 / THE MECHANISM

Why it happens

World A has one hundred people at well-being ten. World B’s size and positive well-being are adjustable. Total and average rankings are calculated separately, while the reader’s own judgment is recorded without a correctness score.

The repugnant conclusion is a population-ethics challenge in which a sufficiently large population with lives barely worth living can rank above a smaller population with very good lives under total aggregation.

Read the result

Total and average evaluations apply different rules to the same invented populations. Neither is silently treated as the ethically correct answer.

02 / FOLLOW IT THROUGH

A worked example

Double the total while reducing each life’s score

  1. Keep World A at one hundred people with well-being ten, giving total one thousand.

  2. Set World B to ten thousand people at well-being zero point two, giving total two thousand but a much lower average.

  3. Compare the two evaluation rules and record your own judgment, recognising the positive invented scale and missing ethical dimensions.

OPTIONAL DEEPER DETAILGo deeper: inside the model

Inside this model

World A has one hundred people at well-being ten. World B’s size and positive well-being are adjustable. Total and average rankings are calculated separately, while the reader’s own judgment is recorded without a correctness score.

03 / BEYOND THE EXPERIMENT

Where this idea is useful

A practical use

Ask whether an aggregate metric hides changes in individual welfare, and which ethical assumptions justify comparing different populations.

CHECK YOUR INTUITION

A common misconception

THE TEMPTING CONCLUSION

“A larger welfare total automatically means every person is better off.”

THE MORE USEFUL DISTINCTION

Totals can rise through population size while individual well-being falls. Whether the larger total makes a world better requires an additional ethical argument.

What this explanation leaves out

  • Well-being units are invented and positive; inequality, rights, feasibility and uncertainty are omitted. Ethical rankings are not scored as facts.
ONE MORE QUESTION

Does average welfare avoid every population-ethics problem?

No. Different aggregation rules face different challenges; the board isolates one tension without presenting a complete ethical theory.

TAKE THE IDEA WITH YOU

What would justify aggregating this outcome across different numbers of people?

Associated thinkers

Associated withDerek Parfit ↗

Associations marked provisional are awaiting source review.

Further reading

Explore the original research or the teaching reference behind this experiment.