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    Aristotle's original sea-battle argument (De Interpretati... — Carmelics
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    Supports→The denial of future contingent truth is not sufficient to avoid the problem of theological fatalism.

    Aristotle's original sea-battle argument (De Interpretatione 9) establishes that bivalence failure for future contingents is motivated by blocking logical fatalism, and theological fatalism inherits the same structural problem.

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    Key Terms

    Aristotle
    Aristotle was an ancient Greek philosopher who lived over 2,000 years ago and is one of the most influential thinkers in Western history. He studied nearly every subject—from animals and plants to politics and ethics—and developed practical ways of thinking that shaped how people understand the world. His ideas on logic, nature, and how to live a good life are still taught and debated today because he focused on observing the real world rather than just abstract theories.
    Bivalence failure(as applied to statements about future free choices)
    The situation where a statement can't be clearly labeled as either true or false, but remains undetermined.
    De Interpretatione 9(the source and location of the argument)
    A section (chapter 9) from Aristotle's book called 'De Interpretatione' (meaning 'On Interpretation'), which deals with logic and language. The '9' just tells you which part of the book.
    Logical fatalism(the main philosophical position being discussed)

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    The idea that the laws of logic force certain events to happen—meaning the future is already determined by logical necessity, not just by physical causes.
    Sea-battle argument(the specific argument being referenced)
    A famous thought experiment where Aristotle asks: if it's definitely true right now that a sea battle will happen tomorrow, does that mean it *has* to happen? Or can the future still be open and uncertain?
    Theological fatalism(the main argument being referenced)
    The idea that if God knows the future perfectly, then the future is already fixed and unavoidable—nothing we do can change what will happen.
    bivalence(Stoic logic; Chrysippus's position on contingent future propositions)
    The truth table defining logical connectives contains only two values, true and false; every proposition is either true or false.
    future contingents(Łukasiewicz's three-valued logic)
    Propositions about future events whose truth-value is undetermined, such as F(x)q and F(x)~q

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    Free Will & Foreknowledge1 linked

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    The denial of future contingent truth is not sufficient to avoid the problem of ...

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