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    Without necessary causal connections, modes may follow fr... — Carmelics
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    Challenges→Every mode necessarily follows from something else

    Without necessary causal connections, modes may follow from antecedents only contingently, making universal modal necessitation an unwarranted inference from Spinoza's definitions.

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    Key Terms

    Antecedents(when discussing the origins and historical roots of philosophical or political ideas)
    Earlier people, ideas, or events that came before and influenced something that came later.
    Definitions (in Spinoza's system)(what the inference is supposedly being drawn from)
    Starting statements or axioms that Spinoza laid out as the foundation for his entire philosophical system.
    Spinoza
    Baruch Spinoza was a 17th-century Dutch philosopher who argued that God and nature are the same thing, and that everything in the universe is interconnected as one unified whole. He believed that understanding how things work through reason and logic—rather than through emotion or superstition—leads to happiness and freedom. His ideas were revolutionary for his time and continue to influence modern philosophy, theology, and how we think about the relationship between mind and body.
    causal connections(al-Ghazālī's distinction between types of necessity)
    A broader set of regular connections between events (e.g., fire burning cotton) that represent the normal course of nature but whose violations do not entail logical impossibility

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    contingently(in modal logic)
    In a way that could be true or false; depending on specific circumstances rather than being required by logic or nature.
    inference(Nyāya epistemology)
    A component of epistemology in Nyāya philosophy; a veritable inference yields knowledge about the world and must have premises that are themselves known
    modal(in logic and metaphysics)
    Dealing with possibility and necessity—questions about what could be true, what must be true, and what's merely contingent (could go either way).
    modes(Spinoza's ontology distinguishing substance, attributes, and modes)
    Modifications of substance under an attribute; what appear to be individuated bodies are modes of substance under the attribute of Extension, not independently existing things
    necessitation(Used to move from K(p ∧ ¬Kp) is false to K(p ∧ ¬Kp) is necessarily false in Fitch's argument)
    An inference rule by which, if a statement is (provably) false, it is necessarily false
    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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    1 linked claim · 2 topics

    Causation1 linkedModality & Possibility1 linked
    Every mode necessarily follows from something else

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    Every mode necessarily follows from something else

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