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    What a formal system is committed to is determined by its... — Carmelics
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    Supports→The possibilist commitments of an intended KQML interpretation cannot be eliminated by the fact that the sentence 'there exist things that are not actual' is false at every world in KQML

    What a formal system is committed to is determined by its model-theoretic interpretation, not by which sentences are true within it—Quine's criterion applies to theories, not their internal sentences.

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    Key Terms

    Commitment (philosophical)(A theory's commitments are the things it claims exist or must be the case)
    What a theory or belief system says must be true or exist if that theory is correct.
    Formal system(as used in logic and mathematics)
    A set of rules and symbols (like mathematical axioms) that you use to prove whether statements are true or false, similar to how a chess game has specific rules that determine what moves are legal.
    Quine(as a proper name referring to the philosopher whose theory is being discussed)
    Willard Van Orman Quine was a 20th-century American philosopher who wrote about how we know things and how language works. In this statement, we're discussing one of his specific ideas about observation.
    Quine's Criterion(Standard account of ontological commitment in meta-ontology)
    A criterion that provides a definition of 'ontological commitment', under which existential quantification (e.g., '∃xMx') incurs commitment to the existence of the entities quantified over

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    model-theoretic interpretation(Skolem's Paradox and the distinction between internal and external perspectives on a countable model)
    An interpretation of a formula Ω(x) under which quantifiers '∃x' and '∀x' range only over the domain of a given model M

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    Modality & Possibility1 linkedPhilosophy of Language1 linked

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    The possibilist commitments of an intended KQML interpretation cannot be elimina...

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