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    The subset-of-causal-relations account as stated is compa... — Carmelics
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    Challenges→The subset-of-causal-relations account fails to accommodate Non-conjunctive specification

    The subset-of-causal-relations account as stated is compatible with a determinate species being conjunctively analyzable into a genus and differentia, each associated with a proper subset of the powers of the species

    CausationModality & Possibility
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    Modality & PossibilityCausation

    Key Terms

    conjunctively analyzable(in logic and metaphysics)
    Able to be broken down into separate parts that work together, like explaining 'bachelor' as 'unmarried AND male.'
    determinate species(metaphysics/ontology)
    A specific, fully-defined type or category of thing (like 'red' is a determinate way that 'color' can appear).
    differentia(Aristotelian biological classification)

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    Related propositions within the same area of thought.
    A distinguishing feature (such as an internal organ or a capacity like inhaling/exhaling air) that characterizes groups of animals.
    genus(Aristotle's metaphysical classification scheme in the Metaphysics)
    A kind that must be differentiated by some differentia that falls outside that genus.
    powers(Distinguished from sensible qualities to argue that causal necessity is never directly perceived.)
    The underlying causal capacities of bodies by which they produce effects, held to be entirely unknown and unobservable.
    subset-of-causal-relations account(Philosophy of properties and metaphysics of determination)
    An account of the generic/determinable universal relation on which a generic or determinable type is associated with a proper subset of the causal relations associated with each of its specific or determinate types

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    If a determinate type is conjunctively analyzable into genus and differentia who...The subset-of-causal-relations account fails to accommodate Non-conjunctive spec...

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    On the subset-of-causal-relations account, G has only a proper subset ...85%If a determinate type is conjunctively analyzable into genus and diffe...85%The subset-of-causal-relations account fails to adequately accommodate...83%The subset-of-causal-relations account fails to accommodate Non-conjun...83%

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    SEP: determinate-determinables
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    A subset-of-causal-relations account of generic/determinable universals promisingly accommodates many features of determination, for reasons similar to those attaching to powers-based accounts, below. It also ensures the metaphysical irreducibility of a generic/determinable type to any specific/determinate type, by the principle of the indiscernibility of identicals (if \(G\) has only a proper subset of causal relations of \(S\), \(G\) cannot be identified with \(S\)); and if this proper subset

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