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A Pragmatist Understanding of Quantum Mechanics

Published 2 Apr 2026 in quant-ph and physics.hist-ph | (2604.02197v1)

Abstract: Applications of quantum mechanics have led to many successful predictions and explanations of puzzling phenomena, and we now apply quantum mechanics to gain, process, and communicate information in novel ways. We can understand quantum mechanics by understanding how we have applied it. We should not seek agreement on the nature of the world it represents, because this theory does not itself represent the physical world (though its applications do help us to represent it better). When applied to a quantum state, quantum mechanics yields probabiities for physical events: both state and probability are objective--not because they represent elements of phyiscal reality, but because each exerts norrmative authority over the beliefs of anyone who accepts quantum mechanics and applies it relative to a physical situation they may (but need not) occupy. These events may be described by statements that are meaningful in an appropriate environmental context, and quantum mechanics can help one to say when that is. Measurement creates an appropriate context, so here the Born rule indirectly yields probabilities of measurement outcomes. The quantum state of a system does not "collapse" on measurement: a new state must be assigned relative to a physical situation in which information about the outcome is accessible. Understood this way, there is no measurement problem, and violations of Bell inequalities does not demonstrate "spooky" non-local action. Quantum field theories have no physical ontology of their own: a quantum field is a mathematical object in a model whose application helps us to improve and extend our descriptions of the world in other terms. We cannot realise the scenario of Wigner's friend and its recent extensions: but the data that provide overwhelming evidence for quantum mechanics are objective in the same sense as the relative measurement outcomes described in those scenarios.

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Summary

  • The paper presents a pragmatist interpretation of quantum mechanics where quantum states encode rational guidance rather than describing underlying reality.
  • Methodology centers on using decoherence environments to contextualize quantum state assignments, effectively dissolving the measurement problem.
  • The work reconciles nonlocal correlations and quantum field theory challenges by framing empirical claims as agent-relative and context-dependent.

A Pragmatist Account of Quantum Mechanics

Overview

This paper develops a comprehensive pragmatist framework for understanding quantum mechanics (QM) that rejects the traditional representationalist stance, whereby quantum states, probabilities, or field-theoretic constructs are interpreted as corresponding to elements of physical reality. Rather, Richard Healey argues that the theoretical structure of QM is objectively normative—providing authoritative guidance for rational agents—but does not itself constitute a description of an underlying quantum ontology. Applications of QM yield successful empirical predictions not because they mirror underlying reality, but because they encode reliable strategies for forming beliefs and representing phenomena in empirical contexts. The pragmatist position is leveraged to address and dissolve core conceptual challenges: the measurement problem, the apparent non-locality exposed by Bell-type experiments, the elusive ontology of quantum field theory (QFT), and recent extensions of Wigner's friend paradoxes.

Quantum Theory as Normative Guidance, Not Representation

Healey's central thesis insists on a sharp distinction between two uses of "interpretation": the search for a physical ontology, and the search for an understanding of a theory's function and application. The paper rejects the former, arguing that quantum theory is not about the nature or constituents of reality. Instead, QM should be understood as a framework for making contextually appropriate magnitude claims—assertions about values of observables—whose content and legitimacy are determined by the experimental context and inferential structure in which they occur.

Quantum state assignments and their associated Born Rule probabilities are objective, in that they exert normative authority over any rational agent adopting QM, but they are always contextual—relative to physical agent-situations. This context-dependence is not subjective (depending on beliefs or knowledge), but grounded in the physical situation of the agent (e.g., their spatiotemporal location and informational accessibility).

A key innovation is the relativization of quantum states and measurement outcomes to decoherence environments (DEs). Only in such contexts do magnitude claims acquire enough inferential and semantic richness to function as meaningful and truth-apt, enabling legitimate application of the Born Rule.

Dissolving the Measurement Problem

Traditional renderings of the measurement problem hinge on assumptions that a quantum state represents the physical state of a system, whose unitary evolution implies measurement records remain in superpositions—contradicting our definite observations. Healey shows these difficulties are artifacts of misplaced representationalism.

On the pragmatist account, a quantum state does not describe physical reality but encodes a set of rational credences for possible empirical claims, relative to context. Measurement involves robust decoherence in the environment-apparatus-system composite, licensing magnitude claims whose content is contextually meaningful. No physical collapse occurs; instead, the quantum state is updated relative to a new agent-situation—reflecting newly accessible information and epistemic context.

Thus, the measurement problem is dissolved: a determinate outcome is always contextual, relative to a DE, and the "collapse" is not a physical process but a rational assignment reflecting informational update.

Reconciling Nonlocality and Bell’s Theorem

The paper refutes the assertion that quantum mechanics requires non-local explanations, as often surmised from Bell-inequality violations. Healey emphasizes that Bell’s local causality condition is inapplicable in the absence of local beables—quantities representing physical reality at spacetime regions—which have no analog in the non-representational pragmatist framework.

Probability assignments in QM are always relative to agent-situations, not to absolute physical events. Objective chances (as given by the Born rule) may differ for agents with access to different information but do not entail physical influences propagating superluminally between spacelike separated regions. The observed quantum correlations thus reflect relational structures of credence and accessibility, rather than the failure of locality or the existence of "spooky" action-at-a-distance.

The Ontology of Quantum Field Theory: None Provided

Healey’s account sidesteps the longstanding impasse regarding the ontology of QFT—whether its basic entities are fields, particles, or something else. On the pragmatist view, QFT models do not represent physical systems or their properties; instead, operators, states, and the broader mathematical machinery function as tools to provide Born probabilities for magnitude claims, whose meaningfulness and content depends on specific decoherence environments.

The "ontology" of quasi-particle or quasi-field emerges pragmatically, as descriptive devices for relevant magnitude claims in environments supporting their articulation, but without commitment to their existence as underlying entities. Thus, QFT, per se, has no ontology—it is a framework for structuring empirical content rather than describing what exists.

Relativity and the Wigner’s Friend Scenarios

Recent extended Wigner’s Friend scenarios suggest that quantum measurement outcomes cannot be absolute events with context-independent reality. Healey’s contextualism provides a direct response: every measurement outcome is meaningful and truth-apt only relative to a specific decoherence environment. Assignments of quantum state and corresponding outcomes to a system by different agent-situations are not in conflict but reflect distinct contextual applications of the Born Rule.

No-go theorems (such as in [Schmid et al., (Schmid et al., 2023)]) indicate that the coexistence of absolute, definite outcomes for all observers in such scenarios is incompatible with the probabilistic structure of unitary quantum theory plus local agency. Within the pragmatist framework, this is not a paradox but a reflection of the context-relativity of empirical facts in QM.

Objectivity of Data and Evidence in Quantum Theory

A potential challenge is whether quantum measurement data—if context-dependent—can function as objective evidence. The paper distinguishes between transcendent objectivity (context-independent facts) and immanent objectivity (facts relative to all meaningful contexts of assessment). Statistical data from decoherence environments retain immanent objectivity, being physically embodied, communicable, and epistemically accessible within causal constraints. These suffice for the rational evaluation of quantum theory:

  • Statistical summaries of measurement outcomes in relevant contexts form objective evidence, matching Born probabilities across experimental domains.
  • Demands for transcendent objectivity are dismissed as conceptually misguided.

Implications and Directions

Healey’s pragmatist understanding neutralizes the central philosophical impasses in quantum mechanics by reframing the function of QM: not as a description of reality but as a tool for guiding representation and belief in empirical contexts. The theoretical implications are:

  • The traditional interpretational debates—e.g., about the nature of the wavefunction or the ontology of fields—are misplaced.
  • Agent- and context-relativity are essential and unavoidable features of the quantum framework.
  • Decoherence environments play a constitutive role in making magnitude claims meaningful, delineating the scope of empirical significance.

Practically, this view supports continued application of quantum theory in all known domains, while obviating the demand for an ultimate representational ontology. Future foundational work in AI, quantum information, or other disciplines would thus do better to investigate the context-dependence and epistemic dynamics of model application, rather than search for underlying "beables" or absolute events.

Conclusion

Healey’s pragmatist approach offers a coherent and technically rigorous dissolving, rather than resolving, of the main conceptual challenges of quantum mechanics. By restricting the interpretive function of QM to the normative guidance of belief formation about empirical phenomena—contextually and pragmatically circumscribed—this account provides a stable foundation for scientific practice without ontological excesses or metaphysical hypostatization. The classification of objectivity as immanent, rather than transcendent, aligns quantum theory with the broader scientific methodology, where evidential progress and consensus emerge from shared empirical contexts, not from an unattainable absolute representation of reality.

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