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    Yablo's own account of determinables entails that a deter... — Carmelics
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    Challenges→The subset-of-causal-relations account can block token-identity between generic and specific types

    Yablo's own account of determinables entails that a determinate's causal powers include but do not exceed those of its determinable, making the subset relation symmetric at the token level.

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    Key Terms

    Subset relation(in formal logic)
    A mathematical relationship where one group is entirely contained within another—like how all squares are rectangles, but not all rectangles are squares.
    Symmetric(describes two agents in the same informational position)
    Perfectly matched or identical in all relevant ways; having the same structure or properties.
    Token level(contrasts with discussing determinables and determinates in the abstract)
    Referring to specific individual instances or examples rather than general categories—like one specific red apple rather than 'redness' in general.
    Yablo(the philosopher being referenced)
    Stephen Yablo is a contemporary American philosopher who works on problems in metaphysics and logic, particularly about how properties and objects relate to each other.

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    causal powers(Argued to be intrinsic features of the entity)
    The capacity of an entity to produce effects.
    determinables(Philosophy of properties and universals)
    General properties (e.g., redness, color) that are instantiated by more specific determinate properties (e.g., scarlet, crimson); their mind-independent reality is disputed by anti-realists
    determinate(Contrasted with determinables; taken to be independently posited in the causal/ontological economy)
    A maximally specific instance of a determinable property (e.g., scarlet as a determinate of red)

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    2 topics

    Causation1 linkedModality & Possibility1 linked

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