What is the best strategy in a repeated prisoner's dilemma?
Tit-for-tat (cooperate first, then mirror the other's last move) performs well. Generous tit-for-tat, which occasionally forgives defection, does even better in noisy environments.
Mental Models
A game where two rational actors might not cooperate even though mutual cooperation produces a better outcome for both.
The prisoner's dilemma reveals why cooperation is hard even when both parties would benefit, and why trust, reputation, and repeated interaction change the calculus.
Is the structure of this interaction making cooperation irrational even though both sides would benefit?
Two competing vendors could both maintain quality standards, but each is tempted to cut corners for short-term savings. If both defect, the entire market suffers from lower trust.
Tit-for-tat (cooperate first, then mirror the other's last move) performs well. Generous tit-for-tat, which occasionally forgives defection, does even better in noisy environments.
Price wars, arms races in features, and underinvestment in industry standards are all prisoner's dilemma dynamics where individual incentives undermine collective benefit.
Your optimal move depends on what others will do.
Shared resources get depleted when individual incentives override collective welfare.
People optimize for what they are rewarded for, not what you intend.