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    Aristotle's Posterior Analytics grounds scientific knowle... — Carmelics
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    Challenges→Knowledge of an object is not lost when the object ceases to exist, though the nature of that knowledge shifts from predication to causal knowledge.

    Aristotle's Posterior Analytics grounds scientific knowledge (episteme) in the necessity of its object; contingent, destructible particulars cannot anchor demonstrative knowledge even while they exist.

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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.
    Demonstrative knowledge(the kind of certain knowledge that requires a solid foundation)
    Knowledge proven through logical demonstration—where you show *why* something must be true, not just that it is true.
    Destructible particulars(examples of things that cannot ground scientific knowledge)
    Specific individual things (like this chair, that apple, or a person) that are temporary and can be destroyed or cease to exist.
    Episteme(as used in philosophy of knowledge)
    A foundational system of ideas and assumptions that shapes how people understand and organize knowledge in a particular time period—like how people in the Middle Ages understood the world differently than we do today.

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    Necessity (of its object)(what grounds real knowledge according to Aristotle)
    The quality of something that *must* be true or must exist the way it is—the opposite of something that could be different or could fail to exist.
    Posterior Analytics
    "Posterior Analytics" is a work by the ancient Greek philosopher Aristotle about how we gain knowledge through logical reasoning and proof. In it, Aristotle explains how we can be certain about facts by building arguments from basic truths we already accept, similar to how a math proof starts with simple facts and builds up to more complex ones. The book became foundational to Western thinking about how science and knowledge work.
    anchor(Philosophy of religion; defining 'religion' via polythetic classification)
    A stipulated necessary property that a concept must possess in order to be considered a member of the category (e.g., religion), while not being sufficient on its own for category membership
    contingent(De Interpretatione 12–13)
    Equated with 'possible'; on the two-sided interpretation, contingency excludes necessity (possibility implies non-necessity).
    knowledge(Distinguished from mere true belief, which may be the product of indoctrination and need not exercise deliberative capacities.)
    Justified true belief — true belief that has been arrived at through the exercise of deliberative capacities, including comparison of and deliberation among alternatives.

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