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Games are played whenever people interact, wherever there are strategies to adopt and outcomes or prizes to win. And that means games are played everywhere: from economics to evolutionary biology, from prison escapes to online poker, and from romantic liaisons to Cold War stand-offs.
Game theory is the study of such games — what happens when they are played rationally, and how we can predict their outcomes. This lively *Very Short Introduction* shows how game theory can be understood without mathematical equations, and how, from one simple premise, there springs a remarkably rich theory that has already had a profound effect on the sciences, and may yet revolutionize disciplines as far apart as psychology, ethics, and politics.
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Series
2 primary books3 released booksThe Oxford Very Short Introductions Series is a 57-book series with 2 primary works first released in 1980 with contributions by Richard S. Newman, Hugh Bowden, and 63 others.