The Theory · Episode 3
The Stag Hunt: When to Bet Your Roadmap on a Category Shift
1 September 2026
When your whole industry could win big by moving together — but nobody wants to be the one who moves first and gets left standing alone.
The setup
A group of hunters can go after a stag or a hare. The stag feeds everyone — but only if the whole group commits and holds the line together. Break formation, and the stag escapes; whoever chased it gets nothing. The hare is worth far less, but any hunter can catch one alone, no cooperation required, no risk of walking away empty-handed.
This is the stag hunt, and it's a different animal — literally and structurally — from the prisoner's dilemma we covered in Episode 2. In a prisoner's dilemma, there's a dominant move regardless of what anyone else does. In a stag hunt, there isn't. The right move depends entirely on what you believe everyone else is about to do.
Applied to roadmap strategy: the stag is a category-defining bet that only pays off if the market moves together — a new buying behavior, a new category expectation, a new way of framing the problem that requires customers, analysts, and even competitors to collectively validate it. The hare is the safe, solo-focus roadmap: features that match current, proven demand, deliverable and defensible with zero dependence on anyone else in the category moving at all.
The payoff matrix
| Rest of category hunts hare (stays incremental) | Rest of category hunts stag (moves together) | |
|---|---|---|
| You hunt hare | Safe, moderate payoff. You match expectations, keep pace, nobody's worse off. | You undershoot. The category re-rates around the new standard and you're playing catch-up to a shift you sat out. |
| You hunt stag | You lose outright. You built and evangelised a category the market didn't validate — a category shift needs more than one believer. | Largest payoff of any cell. You're positioned inside the new standard from day one, not racing to catch it. |
Two things stand out. First, unlike the prisoner's dilemma, there's no move that's correct regardless of what others do — hunting stag is brilliant if the category moves with you and disastrous if it doesn't. Second, both (hare, hare) and (stag, stag) are stable outcomes once you're in them — nobody has an individual incentive to be the only one who switches. The entire question is which stable outcome you end up in, and that's decided by trust, not incentive.
Why trust decides it, not incentive
In a prisoner's dilemma, you don't need to trust the other player — the dominant strategy protects you either way. A stag hunt offers no such protection. If you commit to the stag and the rest of the category quietly keeps hunting hare, you don't just underperform — you actively lose relative to having played it safe, because the resources spent evangelizing and building for a shift that didn't happen are resources the hare-hunters never spent.
That asymmetry is why most categories default to hare, even when everyone privately agrees the stag would be worth more. It's not that the industry doesn't see the bigger opportunity. It's that nobody trusts enough of the rest of the field to move first — and being the only one who moved is worse than nobody moving at all. Rational, risk-aware teams converge on the safe equilibrium not because it's the better outcome, but because it's the one that doesn't punish you for guessing wrong about everyone else.
The calculation
Because there's no dominant strategy, the decision comes down to a threshold: how confident do you need to be that the category moves with you before hunting stag is the better bet than hunting hare?
That threshold is a straightforward expected-value comparison. Estimate four numbers:
- S — the payoff if the whole category moves together (stag, stag)
- H — the safe payoff if everyone plays it incrementally (hare, hare)
- F — the payoff if you commit to the category bet alone and it doesn't land (usually close to zero, or negative once sunk cost is counted)
- p — your honest estimate of the probability the rest of the category moves with you
Hunting stag is the better expected bet only when:
p × S + (1 − p) × F > H
Rearranged, that gives a break-even probability — the minimum confidence you need before the bet is rational:
p* > (H − F) ÷ (S − F)
A worked illustration: say a category-defining bet is worth 5x your current trajectory if the market moves with you (S = 5), a solo miss costs you most of the investment (F = 0.5), and playing it safe reliably returns 2x (H = 2). The break-even threshold is (2 − 0.5) ÷ (5 − 0.5) ≈ 0.33. You don't need certainty the category will move — you need better than roughly one-in-three odds that it does. Below that threshold, hare is the rational choice even though stag has the bigger headline payoff.
The part most orgs get wrong
Teams routinely evaluate this decision by comparing S to H — the size of the prize — and stop there. That's the wrong comparison. The size of the prize only matters relative to F, the cost of guessing wrong, and p, your actual confidence that the rest of the field moves. A huge stag payoff doesn't make hunting alone rational; a low cost of failure does. The teams who make category-defining bets well aren't the ones with the boldest vision — they're the ones who did the p* calculation honestly and had a credible reason to believe p exceeded it, usually because they had visibility into what the rest of the category was already quietly building toward.
That visibility is the actual product this calculation depends on. You can't estimate p — your honest belief that the category moves with you — without a continuous, structural read on what competitors are actually building, not just what they're shipping this quarter. Guess p from a stale quarterly snapshot and the whole calculation is built on sand.
This is the specific gap [Pro-Position.AI](
Framework to steal
Before committing roadmap resources to a category-defining bet:
- Write down S, H, and F honestly — including F as a real number, not zero. Sunk engineering time, lost roadmap slots, and the opportunity cost of what you didn't build instead all belong in F.
- Calculate p* using the formula above, before debating whether the bet is a good idea. It reframes the conversation from "is this a good vision" to "how confident do we need to be, specifically."
- Stress-test p, not just S. Most roadmap debates over-invest in describing how big the stag is and under-invest in honestly assessing whether the rest of the field is actually moving toward it yet — and that assessment is only as good as the competitor intelligence feeding it, which is why it needs to run continuously, not just at the point someone asks the question.
First published as an edition of The Theory, Pro-Position.AI's newsletter on competitive intelligence, product strategy and go-to-market.
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