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    In the tradition of Savage and Anscombe-Aumann, rational ... — Carmelics
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    Challenges→A game is not fully determined by its game form alone.

    In the tradition of Savage and Anscombe-Aumann, rational agents are defined precisely by utility functions derivable from consistent preference orderings, which are themselves formally specifiable.

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    Key Terms

    Anscombe-Aumann(philosophical tradition of decision theory)
    A framework for decision-making named after philosophers Elizabeth Anscombe and Robert Aumann that combines different approaches to understanding how rational agents should behave when facing uncertain outcomes.
    Formally specifiable(formal philosophy and logic)
    Something that can be written down or expressed using precise mathematical or logical rules, rather than remaining vague or informal.
    Preference orderings(as the starting point for constructing utility functions)
    A ranking of options from most to least preferred; for example, if you like pizza more than salad and salad more than broccoli, that's your preference ordering.
    Savage(credited with refining revealed preference theory)
    Leonard Savage was a statistician and economist who improved Samuelson's theory to handle situations where people make decisions under uncertainty.

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    Utility functions(as the subject being constructed from preferences)
    A mathematical way of representing how much satisfaction or happiness a person gets from different choices or goods; basically a formula that predicts what makes someone happy.
    consistent(Contrasted with the model-theoretic notion of satisfiability)
    A proof-theoretic notion indicating that no contradiction is derivable from a set of sentences
    rational agents(Reid's account of autonomous action)
    Beings who can gain critical distance from mechanical and animal incentives and regulate their conduct by appeal to rational principles of action.

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    A game is not fully determined by its game form alone.

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