The prisoners' dilemma is a well-known example from the world of game theory. Simply put, it posits a situation where two prisoners are being held and interrogated in different cells over their suspected participation in a crime. Although unable to communicate with each other, the prisoners know that they will be interrogated at the same time.
The situation is made clear to both the prisoners: confess before your accomplice in the other cell does, and you'll be let off with a much lighter sentence; don't, and bear the brunt of the harshest sentence possible. Without a confession from either party, however, the police will be forced to let both prisoners go scot-free.
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