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    Averroes in his Long Commentary on the Posterior Analytic... — Carmelics
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    Supports→The universality required for demonstration is not the universality acquired through abstraction (said of many).

    Averroes in his Long Commentary on the Posterior Analytics distinguishes the universal as a logical second intention from the universal as a scientific middle term grounding causal necessity.

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    Key Terms

    Averroes(as Al-Ghazali's philosophical opponent)
    A 12th-century Islamic philosopher (also called Ibn Rushd) who believed Aristotle's logic could be combined with Islamic theology, and who disagreed with Al-Ghazali about how creation works.
    Logical second intention(as one type of universal)
    A concept that exists only in our minds as a way of thinking about other concepts—like 'genus' or 'species,' which are ideas about ideas rather than things in the real world.
    Long Commentary(as Averroes's style of writing)
    A type of detailed scholarly explanation of a text where the commentator breaks down the original work sentence-by-sentence with extensive analysis.
    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.

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    causal necessity(Hume's account in EHU 7.2.28–29; 8.1.5)
    The constant conjunction of similar objects together with a customary inference of the mind from one to the other; the feeling of necessary connection is a product of the imagination, not an objective force in the world.
    grounding(Drawn from contemporary metaphysics; proposed as potentially applicable to understanding the foundations of legality.)
    A metaphysical relation in which some entities or facts are more foundational than others, providing a hierarchical structure of the world.
    middle term(Aristotle, Posterior Analytics II,2)
    A term that mediates between the subject and predicate of a two-place judgment and serves as the cause explaining why the predicate belongs to the subject; its discovery constitutes scientific knowledge.
    universal(Argument for the generality of Turing machines)
    A computing system capable of simulating any other computing system of the same or lesser power; used here to describe Turing machines as the most general model of computation.

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    Truth & Knowledge1 linkedPhilosophy of Language1 linked

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