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    Made withinDC&Austin
    The fugitive can escape only if the pursuer cannot reliab... — Carmelics
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    Supports→The fugitive in the river-crossing game cannot rely on a pure strategy to escape the pursuer.

    The fugitive can escape only if the pursuer cannot reliably predict which bridge the fugitive will use.

    Free Will & ForeknowledgeModality & Possibility
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    Modality & PossibilityFree Will & Foreknowledge

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    Related propositions within the same area of thought.
    If the fugitive's reasoning selects a particular bridge as optimal, the pursuer ...Symmetry of logical reasoning power between the two players means the pursuer ca...The fugitive in the river-crossing game cannot rely on a pure strategy to escape...

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    The fugitive must choose the bridge the pursuer least expects.90%If the fugitive chooses the safest bridge, the pursuer will predict th...89%If the pursuer can replicate the fugitive's reasoning, she can predict...88%If the fugitive's reasoning selects a particular bridge as optimal, th...88%

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    SEP: game-theory
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    The games we’ve modeled to this point have all involved players choosing from amongst pure strategies, in which each seeks a single optimal course of action at each node that constitutes a best reply to the actions of others. Often, however, a player’s utility is optimized through use of a mixed strategy, in which she flips a weighted coin amongst several possible actions. (We will see later that there is an alternative interpretation of mixing, not involving randomization at a particular inform

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