Case study · controlled test with a known answer
A category of 20 products, a conjoint survey of 1,000 shoppers, and one decision: which products to keep. Because the shoppers were simulated, the true profit of every possible range is known, so each method's pick can be scored exactly.
A category manager has 20 energy drinks on the shelf: five brands, four flavors and three pack sizes, at set prices and unit costs. Space allows 6, 8 or 10 products. Which ones should stay to make the most category profit?
The answer depends on where a dropped product's buyers go. In this category they switch along three attributes at once, to different degrees: shoppers who lose their product tend to move to another of the same flavor, the same brand or the same pack. Most of the in-the-moment variation in what they pick is shared that way. That is common in categories with many flavors and sizes, and it's the case where the choice of model matters.
| method | profit lost vs the best range (95% range) | its own profit forecast vs the truth |
|---|---|---|
| Standard: share of preference, respondent estimates | 2.7% (2.3 to 3.1) | 18% low |
| Standard: randomized first choice, respondent estimates | 1.9% (1.3 to 2.4) | 15% low |
| Standard: share of preference, over posterior draws | 1.9% (1.5 to 2.3) | 13% low |
| Standard: randomized first choice, over posterior draws (strongest) | 1.7% (1.1 to 2.4) | 13% low |
| Chosŏn | 0.0%: the best range in all 15 decisions | within 3% (−1.1% to +2.6%) |
1.7% of category profit is the gap between a good range and the best one. The larger cost is the pattern: a method that misreads substitution makes the same mistake every time, keeps near-duplicates that compete for the same buyers, and under-states what the range will earn.