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Ontological commitment

Ontological commitment is a concept in analytic philosophy, particularly metaphysics and philosophy of language, that refers to the entities a theory, sentence, or discourse presupposes to exist in order for its claims to be true.^[1] It addresses what kinds of things—such as physical objects, abstract entities like numbers, or universals—a given theoretical framework assumes populate the world.^[2] The notion highlights how language and logic implicitly shape our understanding of reality, making explicit the ontological implications of everyday or scientific assertions.^[3] The concept was prominently developed by Willard Van Orman Quine in his 1948 essay "On What There Is," where he provided a criterion for identifying ontological commitments through logical regimentation.^[1] Quine argued that to determine what a theory commits to, it must be translated into a canonical notation using first-order logic with quantifiers, as this reveals the entities required for the theory's truth.^[1] Specifically, a theory is ontologically committed to those entities that must serve as values for its bound variables—such as the variables in existential quantifiers like "there exists an x such that..."—in order for the theory's statements to hold.^[1] For example, asserting "there are prime numbers larger than a million" commits the speaker to the existence of numbers, as the bound variable must range over numerical entities for the claim to be true.^[1] Quine's approach, encapsulated in his dictum "to be is to be the value of a variable," ties ontological commitment directly to referential success in quantification rather than to meaning, names, or intensional contexts.^[3] This criterion supports Quine's broader naturalist philosophy, viewing ontology as continuous with empirical science and rejecting separate realms for abstract or intensional objects unless necessitated by scientific theory.^[3] By emphasizing extensional logic, it aims to resolve traditional ontological disputes, such as those over universals or fictional entities like Pegasus, by showing that non-referential expressions (e.g., via Russell's theory of descriptions) do not incur commitments to non-existent things.^[1] Despite its influence, Quine's criterion has faced significant criticisms. One major concern is overcommitment, where ordinary language or scientific discourse might seem to imply entities (e.g., "losing one's virginity" suggesting virginities exist) that formalization attributes unintentionally.^[4] Critics also point to the non-uniqueness of canonical formalizations, as different regimentations of the same theory could yield varying commitments, undermining the criterion's objectivity.^[4] Additionally, issues arise with intensional contexts and extrinsic properties, where quantification may not capture all relevant ontological demands.^[2] In response, alternative accounts have emerged, broadening the notion beyond strict quantificational criteria. Some philosophers, like Agustín Rayo, frame ontological commitment as an aspect of a sentence's truth-conditions specifically concerning ontology, where truth requires the world to contain certain entities.^[2] Others, such as Philipp Blum, propose distinguishing between commitment as aboutness (what the discourse concerns) and truthmaking (what makes it true), prioritizing identity inferences over variable-binding to avoid logical form's constraints.^[4] These developments continue to inform debates in metaphysics, semantics, and the philosophy of science, influencing how we assess the reality presupposed by theories from physics to linguistics.^[3]

Definition and Fundamentals

Core Concept

Ontological commitment refers to the entities or kinds of entities that a theory, language, or discourse must presuppose to exist in order for its statements to be true, emphasizing what the theory "takes there to be" rather than requiring empirical proof of those entities.^[5] This meta-ontological notion addresses the existential implications embedded in the logical structure of theories, particularly through the use of quantifiers that bind variables over specific domains.^[5] These commitments operate within a specified universe of discourse, which defines the scope of entities available for quantification in a given theory or context. For example, in legal discourse, fictions such as corporations are treated as existent entities within that domain, committing the theory to their reality for the purposes of legal reasoning, even if they lack independent empirical status outside it.^[5] For instance, the statement "There exists an x such that x is an electron" analyzed in first-order logic implies an ontological commitment to electrons, as the bound variable must range over such physical entities for the claim to be true.^[5] In ontology, ontological commitment serves as a bridge between language and metaphysics by clarifying the entities a theory requires to be posited as part of reality, thereby guiding inquiries into what must exist for theoretical statements to hold.^[5]

Key Distinctions

A central distinction in the analysis of ontological commitment lies between it and ideological commitment. Ontological commitment involves the entities over which a theory's quantifiers range, specifying what must exist in the world for the theory to be true, such as numbers in arithmetic.^[6] In contrast, ideological commitment concerns the primitive predicates or conceptual apparatus used to express the theory, like the successor relation in arithmetic, which does not require positing such relations as existent entities.^[6] This separation allows theories to share the same ontology while differing in ideology, or vice versa.^[6] Ontological commitment is primarily indicated through quantification in formal languages, particularly existential quantifiers that bind variables to entities. For instance, a statement of the form \exists x \, P(x) commits the theory to the existence of at least one entity satisfying predicate P, as the truth of such sentences demands that the variables range over those entities.^[7] This quantificational approach serves as the primary mechanism for identifying a theory's implied ontology in first-order logic.^[7] Unlike epistemic commitment, which pertains to the beliefs or knowledge claims held by individuals or communities about what exists, ontological commitment focuses solely on the existence implications embedded within a theory's structure for its truth.^[2] Thus, a theory may ontologically commit to unobservable entities like electrons, regardless of whether its proponents personally believe in or know of their existence.^[2] This distinction clarifies debates over abstract objects, where apparent references to non-existent entities like "Pegasus" do not necessarily incur ontological commitment if the statement can be paraphrased to eliminate direct quantification over them, such as via descriptions of properties without positing the entity itself.^[7] In contrast, predicates involving universals, like those attributing shared properties (e.g., redness), may suggest ideological commitments to concepts without full ontological endorsement of abstract entities, depending on whether the theory requires their existence for truth.^[7]

Historical Development

Pre-Quinean Ideas

The concept of ontological commitment, though formalized later, finds implicit roots in ancient philosophy through Aristotle's metaphysical framework. In his Categories, Aristotle posits ten fundamental categories of being, with substance (ousia) as the primary category, serving as the underlying subject to which all other predicates attach. This structure commits his ontology to the existence of primary substances—individual entities like particular humans or horses—as the foundational realities without which secondary substances (species and genera) and accidental categories (qualities, quantities, etc.) could not exist. Aristotle's emphasis on substances as ontologically prior underscores an early recognition that metaphysical theories inherently presuppose certain entities as real, influencing subsequent debates on what a discourse commits one to accepting.^[8]^[9] Medieval philosophy deepened these inquiries through debates on universals, pitting realism against nominalism and raising questions about commitments to abstract entities. Realists like Thomas Aquinas argued that universals, such as "humanity" or "redness," exist objectively in things as common forms, though they are abstracted by the intellect for knowledge; thus, affirming universals in language commits one to their real, albeit non-separate, existence in particulars. In contrast, nominalists like William of Ockham rejected such commitments, viewing universals merely as mental concepts or names without independent ontological status, thereby advocating parsimony to avoid positing unnecessary abstracta. These positions highlighted how semantic and logical commitments in discussing shared properties could imply broader metaphysical obligations, shaping scholastic ontology.^[10]^[11]^[12] In modern philosophy, Immanuel Kant's distinction between phenomena and noumena introduced commitments tied to the limits of human cognition. Phenomena, the appearances structured by space, time, and categories of understanding, form the realm of possible experience, while noumena, or things-in-themselves, remain unknowable and independent of our representational faculties. Kant's synthetic a priori judgments, which extend knowledge beyond mere analysis (e.g., "every event has a cause"), commit us ontologically to the necessary structures of sensibility and understanding as conditions for objective reality, without extending to the intrinsic nature of noumena. This framework cautioned against overcommitting to entities beyond empirical or rational bounds.^[13]^[14] Gottlob Frege's distinction between sense (Sinn) and reference (Bedeutung) further embedded ontological assumptions within logical and linguistic analysis. Sense provides the mode of presentation through which a sign refers to its object, implying that expressions like proper names or predicates carry cognitive content that presupposes an objective realm of references, including abstract entities such as numbers or concepts. Frege's logicist program, aiming to reduce arithmetic to logic, thus commits to the existence of logical objects and a "third realm" of objective thoughts, independent of both psychological ideas and physical things, as necessary for the objectivity of truth.^[15]^[16] Early 20th-century developments, particularly Bertrand Russell's theory of descriptions, offered a mechanism to minimize unnecessary ontological commitments. In analyzing definite descriptions like "the present king of France," Russell proposed a logical paraphrase into existential quantifiers and predicates (e.g., there exists exactly one x who is king of France, and x is bald), thereby eliminating commitment to non-referring entities without denying the sentence's meaningfulness. This approach, detailed in his 1905 essay "On Denoting," allowed discourse about apparent objects (e.g., fictional or mythical ones) to proceed without positing their actual existence, promoting an ontology grounded solely in verifiable particulars and universals.^[17]

Quine's Original Formulation

Willard Van Orman Quine formalized ontological commitment as a central concern in mid-20th-century analytic philosophy, emphasizing how theories imply the existence of entities through their logical structure. In his 1948 essay "On What There Is," Quine argued that to uncover a theory's ontological commitments, everyday language must be regimented into a canonical notation of first-order logic with identity, where commitments are tied to what the theory quantifies over.^[1] This regimentation process paraphrases ordinary statements—such as those involving apparent references to mythical entities like Pegasus—into quantified forms that reveal true existential assumptions without presupposing non-existent objects.^[1] Quine's approach thereby shifted philosophical attention from intuitive notions of existence to the precise mechanics of formalization. The 1948 essay was reprinted and expanded upon in Quine's 1953 collection From a Logical Point of View: Nine Logico-Philosophical Essays, which integrated ontological commitment with broader themes in logic and empiricism.^[18] In this work, Quine critiqued traditional metaphysics by linking ontology directly to the structure of scientific theories, positing that commitments arise from the entities required for a theory's affirmations to hold true in its regimented form.^[19] Quine's formulation drew from the logical positivist movement, particularly the Vienna Circle's emphasis on logical analysis, but represented a departure from its verificationist focus toward ontology grounded in quantification.^[20] Influenced by Rudolf Carnap's work on semantics and ontology, Quine critiqued positivist dismissals of metaphysics, instead tying existential claims to the logical form of empirical science.^[20] At the heart of this view stands Quine's famous dictum: "To be is to be the value of a variable," which highlights that a theory commits to an entity only if that entity can serve as the referent of a bound variable in the theory's logical canonical.^[1] This development occurred amid the post-World War II resurgence of analytic philosophy in the Anglophone world, where Quine's ideas gained traction alongside his broader challenges to empiricist orthodoxy.^[21] In particular, his 1951 essay "Two Dogmas of Empiricism"—later included in the 1953 collection—rejected the analytic-synthetic distinction, arguing that no sharp boundary exists between logical truths and empirical claims, thereby amplifying the significance of ontological analysis in assessing theoretical posits.^[22] Quine's emphasis on ontology thus reflected and shaped the era's turn toward naturalized epistemology and holistic views of science.

Core Principles

Quine's Criterion

Quine's criterion for ontological commitment posits that a theory is committed to the existence of an entity only if that entity must be assumed as part of the domain over which the bound variables of the theory's canonical notation range. Specifically, in the regimented form of first-order logic, a theory commits to an entity when its sentences include existential quantifiers binding variables that take the entity as a value, expressed as \exists x \, \phi(x), where x ranges over the posited entities to make the formula true. This approach, articulated in Quine's seminal essay, emphasizes that ontological commitments are not derived from everyday language but from the logical structure uncovered through regimentation.^[7] The criterion incorporates a paraphrase test to assess and potentially avoid commitments: if a theory's claims can be reformulated in canonical notation without existential quantification over a disputed entity, then no commitment to that entity is incurred. For instance, references to classes—abstract entities that might otherwise imply ontological commitment—can be eliminated by treating them as "virtual classes," mere descriptive phrases without reification, such as rephrasing "the class of all even numbers" as a predicate without quantifying over sets. This maneuver allows theories to retain expressive power while minimizing posits, aligning with Quine's broader methodological caution against unnecessary abstracta.^[7] Singular terms, including proper names and definite descriptions, pose potential sources of ontological commitment, as they appear to refer directly to entities; however, the criterion requires analyzing them to determine if they truly bind variables. Quine endorses Bertrand Russell's theory of descriptions, which treats definite descriptions like "the present king of France" as incomplete symbols to be paraphrased into quantified statements, such as \exists x (Kx \land \forall y (Ky \to y = x) \land \neg Fx), where no singular term commits to a non-existent entity unless the quantification demands it. Thus, commitments arise only if the paraphrased form necessitates existential quantification over the entity in question.^[23]^[7] Logical regimentation, central to applying the criterion, involves translating natural language theories into the precise syntax of first-order predicate logic to reveal implicit assumptions about what exists. This process strips away ambiguities, such as metaphors or vague quantifiers in ordinary discourse, replacing them with explicit variables, predicates, and quantifiers to expose the theory's true ontological load. By focusing on this canonical form, Quine's method ensures that ontological questions are addressed empirically and scientifically, tied to the theory's overall explanatory success rather than intuitive appeals to existence.^[7]

Ontological Parsimony

Ontological parsimony, also known as ontological simplicity, refers to the methodological preference for theories that posit the fewest kinds of entities necessary to explain the phenomena, analogous to Occam's razor but applied specifically to ontology.^[24] This principle holds that, all else being equal, a theory T1 is more parsimonious than T2 if the ontological commitments of T1 form a proper subset of those of T2, thereby minimizing the categories of entities required without sacrificing explanatory power.^[24] In his 1960 work Word and Object, W.V.O. Quine advocates for ontological economy as a virtue in theory construction, emphasizing the benefits of tracking presuppositions about objects on a project-by-project basis to favor simpler ontologies where possible.^[25] Quine argues that such economy enhances understanding by reducing the variety of entities invoked, even if more expansive ontologies prove useful in other contexts, as seen in his objection to positing geometrical objects beyond physical bodies and numbers due to their lack of necessity.^[25] The measurement of ontological parsimony focuses on the qualitative cardinality of entity classes rather than the sheer quantitative number of individuals, prioritizing the reduction of distinct types over mere headcounts.^[24] For instance, Quine illustrates this by treating numbers as reducible to sets, thereby avoiding an additional category of abstract entities and consolidating mathematics within a single ontological class of sets.^[26] This approach contrasts with positing separate classes for numbers and sets, which would inflate the ontology unnecessarily.^[26] Ontological parsimony plays a key role in theory choice, particularly in adjudicating between realist and nominalist positions, where nominalism achieves greater economy by eschewing commitments to abstract entities like universals or mathematical objects in favor of concrete particulars.^[24] Quine's criterion of ontological commitment serves as the evaluative tool here, guiding philosophers to select theories whose implied entities align with scientific practice while adhering to parsimonious standards.^[26]

Applications and Implications

In Philosophy of Language and Metaphysics

In the philosophy of language, ontological commitment emerges prominently in semantic theories, where efforts to explain meaning often entail positing abstract entities. Truth-conditional semantics, for example, typically requires commitment to abstract propositions or meanings to specify the conditions under which sentences are true, as these entities serve as truth-bearers that link linguistic expressions to the world. Donald Davidson's influential program for a theory of meaning, grounded in Tarski-style truth theories, illustrates this by aiming to capture the semantic content of a language through axioms that assign truth conditions to sentences, thereby implying the existence of structured abstract objects like infinite sequences of sentences or satisfaction relations. This approach, while minimizing reference to elusive "meanings," still incurs ontological costs by relying on abstracta to ensure the theory's extensional adequacy and empirical testability. Quine's thesis of the indeterminacy of translation further complicates these commitments, particularly in the context of radical interpretation, where an interpreter must construct a translation manual for an entirely unfamiliar language based solely on observable behavior. Quine argues that multiple incompatible manuals can be empirically equivalent, as no additional evidence—such as introspective access to mental states—can adjudicate between them, leading to ontological skepticism about the existence of determinate meanings or shared conceptual schemes. This indeterminacy implies that linguistic practices do not uniquely determine commitment to abstract semantic entities, challenging realist views in semantics and underscoring the underdetermination of ontology by linguistic evidence. For instance, in radical translation scenarios, stimuli like a native uttering "Gavagai" in the presence of a rabbit could be rendered as "rabbit," "undetached rabbit parts," or "rabbit stages," each carrying distinct ontological implications without decisive resolution.^[27] In metaphysics, ontological commitment fuels enduring debates between realism and anti-realism, especially concerning the implications of predicate logic for the existence of universals. Realist positions hold that the use of predicates in logical regimentation commits theorists to universals or properties as real entities instantiated by particulars, as predicates appear to refer to shared attributes across objects.^[28] Anti-realists, conversely, advocate paraphrasing theories to eliminate such commitments, substituting concrete particulars or relations in a way that preserves truth without positing abstract universals, thereby promoting nominalism. Quine's criterion of ontological commitment, applied through regimentation into first-order predicate logic, facilitates this by identifying what a theory demands to exist, often favoring parsimonious paraphrases that avoid universals unless indispensable. The broader debate over abstracta exemplifies these tensions, as linguistic structures in formal systems may appear to commit users to platonic entities such as numbers or possible worlds. In mathematical discourse, quantification over numbers in regimented theories suggests commitment to them as abstract objects, though Quine permits this only if such entities prove indispensable for scientific explanation, rejecting gratuitous platonism.^[28] Similarly, modal logics invoking possible worlds to analyze necessity and possibility risk ontological extravagance by treating worlds as concrete or abstract alternatives to the actual, a commitment Quine dismisses as semantically deviant and unparsimonious, preferring to dissolve modal idioms through paraphrase.^[28] These discussions highlight how metaphysical ontology is shaped—and constrained—by the logical form of language, balancing explanatory power against commitments to the immaterial.

In Philosophy of Science and Other Fields

In the philosophy of science, ontological commitment plays a crucial role in evaluating scientific theories, particularly those positing unobservables. For instance, quantum mechanics commits to entities like electrons, which lack definite properties such as simultaneous position and momentum until measured, as per the Heisenberg uncertainty principle in the von Neumann-Dirac formulation.^[29] This commitment arises from the theory's indispensability for explaining empirical phenomena, though interpretations like Bohmian mechanics propose a realist ontology where electrons are definite particles guided by a wave function, resolving ambiguities in unobservables.^[29] Similarly, in evolutionary biology, theories commit to species either as individuals—spatiotemporally bounded lineages that evolve—or as classes of organisms sharing essential traits, with the individualist view (e.g., Homo sapiens as a single evolving entity) aligning better with evolutionary dynamics over fixed universals.^[30] This distinction influences taxonomic hierarchies, where species are modeled as maximal biological populations inhering qualities in organisms, ensuring compatibility with standards like the NCBI Taxonomy.^[30] In information science and artificial intelligence, ontological commitment manifests in knowledge representation systems, such as OWL (Web Ontology Language) ontologies on the Semantic Web. These ontologies encode shared conceptualizations of entities and relations, committing to classes and properties for machine-interpretable semantics; for example, SNOMED CT commits to structured representations like "Herpes simplex iridocyclitis" as a disease finding site linked to specific anatomical structures and causative agents.^[31] By reusing upper ontologies like the Basic Formal Ontology (BFO) in the OBO Foundry, these systems ensure consistent commitments across domains, enabling automated reasoning and data integration without ambiguity.^[31] Within the social sciences, ontological commitment extends to institutional facts, as articulated in John Searle's social ontology. Searle posits that facts like money arise from collective intentionality imposing status-functions on brute objects—e.g., a piece of paper counts as currency via constitutive rules ("X counts as Y in context C")—committing society to deontic powers such as obligations and rights.^[32] These commitments are observer-relative yet objectively real, embedded in institutional frameworks, and analyzed in fields like economics to explain how such facts enable social coordination beyond physical properties.^[32] Post-2011 developments in AI ethics have highlighted ontological commitments in data ontologies, particularly regarding digital entities like algorithms. Applied ontologies structure data flows and labeling, committing to hierarchical representations that influence social processes, such as algorithmic decision-making in criminal sentencing where biases emerge from implicit ontological assumptions about entities.^[33] This raises ethical concerns about discrimination, prompting calls for critical data studies to interrogate these commitments in Web 3.0 contexts, ensuring accountability for how algorithms ontology shapes societal outcomes. More recent work, such as explorations of ontological operating systems for AI ethical alignment (Kim, 2025), builds on these concerns to enhance governance and reduce biases in algorithmic decision-making.^[34]

Criticisms and Contemporary Views

Major Objections to Quine

One prominent objection to Quine's criterion of ontological commitment centers on the distinction between syntactic features of language, such as the use of existential quantifiers, and the semantic or pragmatic commitments they purportedly imply. Critics argue that quantification over entities does not necessarily entail ontological commitment to their existence, as the true commitments arise from broader contextual or inferential practices rather than formal syntax alone. For instance, Jody Azzouni contends that singular reference and talk about apparent non-entities—such as numbers, hallucinations, or fictions—can occur without incurring ontological costs, severing the tie between quantifiers and existence. In his analysis, everyday language allows "talking about nothing" through empty singular thoughts that lack referential success but still convey meaning, challenging Quine's view that bound variables reveal what a theory is committed to. Another major challenge comes from truthmaker theory, which posits that ontological commitments are determined not by what a theory quantifies over, but by the entities required to ground or make the theory's sentences true. Proponents of this approach, such as Jonathan Schaffer, argue that Quine's quantificational criterion overgenerates commitments by including all domain elements, regardless of whether they play an essential role in truth-grounding, while underemphasizing fundamentality. For example, a theory asserting the existence of a chair might quantify over it, but truthmaker semantics would commit only to the fundamental simples (like particles) that ground the chair's truth, avoiding commitment to derivative entities. Schaffer further critiques Quine by noting that truthmaking via grounding distinguishes necessary existents from mere logical posits, providing a more precise measure of ontology that aligns with metaphysical structure rather than linguistic form. Peter van Inwagen has raised concerns about the rigidity of Quine's framework in accommodating multiple compatible ontologies, suggesting that fundamental reality could be described in varied ways without altering the underlying commitments. In his mereological nihilism, van Inwagen argues that only simple particles exist, and composite objects like tables are mere façons de parler using plural quantification, yet alternative ontologies positing composites as fundamental could equally explain the same phenomena without conflicting commitments. This implies that Quine's criterion fails to adjudicate between such descriptions, as ontological parsimony might favor different "fundamental objects" depending on the theoretical lens, leading to underdetermination in what counts as committed to. Quine's approach also faces difficulties with empty names and fictional discourse, where non-referring terms appear to generate commitments without corresponding existents. For example, statements like "Sherlock Holmes is a detective" seem true in fictional contexts, but Quine's regimentation requires paraphrasing to avoid quantifying over Holmes, potentially distorting the original meaning or forcing commitments to abstract entities like stories. Critics contend this handling incurs hidden ontological costs—such as commitment to propositions or cultural artifacts—while failing to explain how fictions can be truthfully discussed without endorsing non-existent objects, thus undermining the criterion's ability to manage referential failure parsimoniously. Van Inwagen highlights that such paraphrases may still imply multiple ontological layers, as fictional truths resist reduction without residue.

Alternative Approaches

One alternative to Quine's criterion for ontological commitment focuses on truthmaker semantics, which determines commitments by identifying the minimal entities necessary to ground the truth of propositions rather than through patterns of quantification. In this approach, a theory commits to those entities that serve as truthmakers—exact ontological counterparts that necessitate the truth of corresponding statements—ensuring that every truth has an adequate ontological basis without superfluous posits. David Armstrong developed this framework in his 1997 work, arguing that truthmakers provide a more direct and metaphysically robust way to delineate what a theory requires for its truths to hold, emphasizing states of affairs as primary truthmakers for contingent truths.^[35] Neo-Fregean views offer another non-Quinean method, assessing ontological commitments through abstraction principles that introduce abstract objects via contextual definitions, thereby committing to numbers or other entities without necessitating full-blooded Platonism. These principles, such as Hume's principle equating the cardinality of concepts with the existence of numbers, allow for the objective reference to abstracts while grounding their status in the semantic role of equinumerosity rather than existential quantification alone. Bob Hale and Crispin Wright advanced this perspective in their collaborative essays, contending that abstraction secures modest ontological commitments sufficient for mathematics without invoking independent realms of abstracta.^[36] Deflationary ontology, particularly in its quietist variants, minimizes ontological commitments by treating existence claims as semantically primitive or non-substantive, avoiding deep metaphysical inquiries into what exists. This approach posits that theories incur few or no robust commitments, as existential assertions function more to disambiguate discourse than to assert independent realities, fostering a hands-off stance toward ontology. Mark Eli Kalderon's 2005 defense of moral fictionalism exemplifies this quietism, applying it to ethical discourse where moral claims convey attitudes without committing to sui generis moral entities. Conceptual role semantics, inspired by Sellarsian inferentialism, evaluates ontological commitments based on the inferential practices and functional roles within a linguistic community's conceptual framework, decoupling them from quantificational structure. Here, commitment arises from how terms mediate inferences and contribute to the overall rationality of discourse, rather than from what they purport to refer to ontologically. Wilfrid Sellars articulated this in his nominalist critiques, maintaining that abstract reference commits only to linguistic or behavioral patterns, not to independent abstract entities, as seen in his analysis of scientific and manifest images of the world.

Recent Developments

In recent years, discussions of ontological commitment have extended to artificial intelligence, particularly large language models (LLMs). Analyses of models like ChatGPT reveal implicit ontological commitments embedded in their responses, such as classifications of entities as concrete or abstract, which can lead to emergent or "hallucinated" concepts that challenge traditional parsimony by positing inconsistent or context-dependent existents. For instance, LLMs may commit to variable ontological categories—like treating shadows as both dependent entities and independent occurrences—raising debates about whether training data ontologically endorses these emergent fictions as real for interpretive purposes. This has prompted ontology engineering efforts to refine LLM outputs, ensuring commitments align with established formal ontologies while mitigating hallucinations as unintended ontological overreach. Building on earlier metaphysical frameworks, post-2021 developments in metaphysical pluralism have leveraged Kit Fine's theory of variable embodiments to question singular ontological commitments. Variable embodiments, such as processes that manifest differently over time (e.g., a walk comprising varying steps), allow for pluralistic accounts where an entity's parts or realizations are not rigidly fixed, thus avoiding monolithic commitments to either perdurantism or endurantism. Fine's 2022 refinements, extended in subsequent works, position processes as variable embodiments of events, enabling a pluralist ontology that accommodates multiple realization modes without excess entities, thereby challenging Quinean criteria by permitting flexible commitments tailored to temporal contexts. This approach has influenced debates on identity and persistence, promoting pluralism as a viable alternative to strict realism in metaphysics.^[37]^[38] The integration of ontological commitment principles into formal ontologies like the Basic Formal Ontology (BFO) has advanced in the 2020s, particularly for biomedical big data. BFO's hierarchical structure, with its emphasis on disjoint categories (e.g., continuants vs. occurrents), embodies Quinean parsimony by minimizing ontological categories to 122 classes while supporting data integration across domains like clinical findings in SNOMED CT. Recent alignments between BFO and biomedical standards address big data challenges by enforcing precise commitments—such as treating symptoms as qualities rather than processes—to avoid inflationary ontologies, thereby enhancing interoperability in electronic health records and genomic datasets without unnecessary entity proliferation. This application demonstrates how Quine's criteria inform scalable, realist frameworks for scientific data management.^[39]

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[PDF] Word and Object - Daniel W. Harris
In the winter of 1966 the Philosophy Department at the University of. Pittsburgh ran a graduate seminar on a controversial book, Word and Object,.Missing: desert | Show results with:desert
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Willard Van Orman Quine - Stanford Encyclopedia of Philosophy
Apr 9, 2010 · The philosophers who most influenced Quine were the Logical Empiricists (also known as Logical Positivists), especially Rudolf Carnap. The ...Quine's life and work · Quine's Naturalism and its... · The Analytic-Synthetic...
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Quine on the Indeterminacy of Translation: A Dilemma for Davidson
For Quine, the indeterminacy of translation has considerable ontological consequences, construed as leading to a sceptical conclusion regarding the ...
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On What There Is - jstor
On What There Is. 23 either case we are saying something about an entity ... formity of a given remark or doctrine to a prior ontological. * See Goodman and Quine ...
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[PDF] On the possibility of a realist ontological commitment in quantum ...
Jan 13, 2018 · This paper reviews the structure of standard quantum mechanics, introducing the basics of the von Neumann-Dirac axiomatic formulation as well as ...Missing: unobservables | Show results with:unobservables
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The ontology of biological taxa - PMC - NIH
A fundamental question in here is whether species—seen as single evolving lineage that act as units of evolution—are classes or individuals, the latter being ...
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Insights from the Knowledge Representation Perspective - PMC
Aug 16, 2019 · We reuse pre-existing ontologies and ensure shared ontological commitment by selecting ontologies ... OWL - Semantic Web Standards [Internet].
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[PDF] 1 John Searle's ontology of money, and its critics Forthcoming in ...
1 Searle's social ontology attempts to explain how we routinely create institutional facts, such as money, political boarders, debts and laws. According to ...
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Algorithms, ontology, and social progress - Andrew Iliadis, 2018
Applied ontologies increasingly dictate data labelling and data flows and can have significant impact on social processes, including research in industry and ...Missing: post- | Show results with:post-
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A World of States of Affairs
In this important study D. M. Armstrong offers a comprehensive system of analytical metaphysics that synthesises but also develops his thinking over the ...
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The Reason's Proper Study - Bob Hale; Crispin Wright
The Reason's Proper Study. Essays towards a Neo-Fregean Philosophy of Mathematics. Bob Hale and Crispin Wright. A Clarendon Press Publication. $82.00. Paperback.
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Processes as variable embodiments | Synthese
Mar 20, 2024 · In a number of papers, Kit Fine introduced a theory of embodiment which distinguishes between rigid and variable embodiments, ...Missing: pluralism | Show results with:pluralism
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[PDF] Processes and events as rigid embodiments - PhilArchive
Aug 7, 2023 · Fine (2022) suggests that processes are variable embodiments whose manifestations are events. Fine's theory of processes as variable embodiments ...
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https://doi.org/10.3233/AO-230018