Abstract By the relational realist interpretation of wave function collapse, the quantum mechanical actualization of potentia is defined as a decoherence-driven process by which each actualization (in "orthodox" terms, each measurement outcome) is conditioned both by physical ana logical relations with the actualities conventionally demarked as "environmental" or external to that particular outcome. But by the relational realist interpretation, the actualization-in-process is understood as internally related to these "enironmental" data per the formalism of quantum decoherence. The concept of "actualization via wave function collapse" is accounted for solely by virtue of these presupposed logical relations—the same logical relations otherwise presupposed by the scientific method itself—and thus requires no "external" physical-dynamical trigger: e.g., the Gaussian hits of GRW, acts of conscious observation, etc. By the relational realist interpretation, it is the physical and logical relations among quantum actualities (quantum "final real things") that drives the process of decoherence and, via the latter, the logically conditioned actualization of potentia. In this regard, the relational realist interpretation of quantum mechanics is a praxiological interpretation; that is, these physical and logical relations are ontobgically active relations, contributing not just to the epistemic coordination of quantum actualizations, but to the process of actualization itself.
Abstract By the relational realist interpretation of wave function collapse, the quantum mechanical actualization of potentia is defined as a decoherence-driven process by which each actualization (in "orthodox" terms, each measurement outcome) is conditioned both by physical ana logical relations with the actualities conventionally demarked as "environmental" or external to that particular outcome. But by the relational realist interpretation, the actualization-in-process is understood as internally related to these "enironmental" data per the formalism of quantum decoherence. The concept of "actualization via wave function collapse" is accounted for solely by virtue of these presupposed logical relations—the same logical relations otherwise presupposed by the scientific method itself—and thus requires no "external" physical-dynamical trigger: e.g., the Gaussian hits of GRW, acts of conscious observation, etc. By the relational realist interpretation, it is the physical and logical relations among quantum actualities (quantum "final real things") that drives the process of decoherence and, via the latter, the logically conditioned actualization of potentia. In this regard, the relational realist interpretation of quantum mechanics is a praxiological interpretation; that is, these physical and logical relations are ontobgically active relations, contributing not just to the epistemic coordination of quantum actualizations, but to the process of actualization itself.
I suggest a contextual realist interpretation of Carlo Rovelli’s relational quantum mechanics. The principal point is a correct understanding of the concept of reality and taking into account the categorical distinction between the ideal and the real. Within my interpretation, consciousness of the observer does not play any metaphysical role. The proposed approach can also be understood as a return to the Copenhagen interpretation of quantum mechanics, corrected within the framework of contextual realism. The contextual realism allows one to get rid of the metaphysical problems encountered by various interpretations of quantum mechanics, including the relational one. A wave function neither literally reflects an “exterior reality”, nor is it merely a predictive mathematical tool. In particular, an entangled wave function can be viewed as the formal cause of quantum correlations whose reality is contextual. The reduction of a wave function is not a real physical process. And there are no autonomous quantum events which would be different from the facts of their representation. The quantum measurement problem results from a confusion between the categories of the ideal and the real. It is dissolved logically. The quantum theory plays the role of a Wittgensteinian rule (norm), “measuring” physical reality within a language game of its application.
Abstract It has been shown that quantum mechanics in its orthodox interpretation violates four different formulations of causality principle endowed with empirical meaning. The present work aims to highlight how even a realistic non-standard interpretation of the theory conflicts with causality in its Cartesian formulation of the principle of the non-inferiority of causes over effects. Such an interpretation, which attributes some form of weak physical reality to the wave function (called empty wave, regarded as a zero-energy wave-like phenomenon), is a sort of precursor of the more recent so-called wavefunction realism. We also discuss a more radical realistic interpretation according to which physical properties can also be assigned to non-metaphysical relative nothing, seen as the simple absence of a particle such as a photon, but not of its corresponding state (no-photon), which is considered real. By interpreting the wave function collapse as a consequence of an interaction with empty waves or of a detection of the no-photon, we will highlight how more real physical effects can derive from lower causes, including relative nothing. Finally, we will show how these interpretations, while violating Cartesian causality in its two variants, do not seem to affect the validity of the principle of a rational explanation that nothing can derive from (absolute) nothing, which does not seem satisfied by the orthodox interpretation.
This paper presents a conceptual and philosophical interpretation of quantum measurement, focusing on the role of human intention as a metaphysical variable in the process commonly described as wave-function collapse. Rather than proposing a physical mechanism or experimentally testable claim, the work examines how intention, observation, and meaning-making may be understood within the broader limits of scientific epistemology. The paper argues that science functions as a powerful methodological tool for modeling observable phenomena, but that its scope is necessarily bounded by empirical measurement and repeatability. Within this framework, the study explores how trans-empirical aspects of experience—such as intention, consciousness, and belief—can be discussed without being reduced to physical causation. The emphasis is not on rejecting scientific inquiry, but on clarifying its domain of applicability. Using concepts from quantum mechanics (superposition, collapse, observer-dependence) as interpretive structures, the paper develops a metaphysical model in which collapse is understood as a process of selection aligned with intention, rather than as a solely mechanical outcome of measurement. Behavioral and cognitive examples are presented as illustrative analogies, not as quantum experiments. This work is situated at the intersection of philosophy of science, consciousness studies, and conceptual interpretations of quantum mechanics. It contributes to the ongoing development of Javed’s Quantum Thought, a framework that seeks to integrate scientific reasoning with broader ontological reflection while maintaining clear distinctions between empirical science and metaphysical interpretation.
This paper presents a conceptual and philosophical interpretation of quantum measurement, focusing on the role of human intention as a metaphysical variable in the process commonly described as wave-function collapse. Rather than proposing a physical mechanism or experimentally testable claim, the work examines how intention, observation, and meaning-making may be understood within the broader limits of scientific epistemology. The paper argues that science functions as a powerful methodological tool for modeling observable phenomena, but that its scope is necessarily bounded by empirical measurement and repeatability. Within this framework, the study explores how trans-empirical aspects of experience—such as intention, consciousness, and belief—can be discussed without being reduced to physical causation. The emphasis is not on rejecting scientific inquiry, but on clarifying its domain of applicability. Using concepts from quantum mechanics (superposition, collapse, observer-dependence) as interpretive structures, the paper develops a metaphysical model in which collapse is understood as a process of selection aligned with intention, rather than as a solely mechanical outcome of measurement. Behavioral and cognitive examples are presented as illustrative analogies, not as quantum experiments. This work is situated at the intersection of philosophy of science, consciousness studies, and conceptual interpretations of quantum mechanics. It contributes to the ongoing development of Javed’s Quantum Thought, a framework that seeks to integrate scientific reasoning with broader ontological reflection while maintaining clear distinctions between empirical science and metaphysical interpret ation.
With the advent of quantum theory, the philosophical distinction between “what appears to be” and “what is reasoned to be” has once again, after several centuries of easy dismissal by classical mechanistic materialism, become an important feature of physics. In recent well-regarded interpretations of quantum physics, including those proposed by Robert Griffiths, Roland Omnès, and Nobel laureate Murray Gell-Mann, we have seen careful investigations into the physical (i.e., not “merely philosophical”) distinction between the order of contingent causal relation and the order of necessary logical implication. I argue that a careful philosophical exploration of the function of the logical order in modern interpretations of quantum physics compels the abandonment of derivative classical, dualistic understandings of “determinism versus indeterminism,” “logical necessity versus causal contingency,” “subject versus object,” “epistemic versus ontological,” among other fundamental dualisms. The incoherence underlying this classical understanding of these principle-pairs as mutually exclusive features of reality can be relieved if they are instead understood as mutually implicative features of fundamental units of relation or “quantum praxes.”
Classical and quantum physics are standardly contrasted through continuity versus discreteness, determinism versus probability, and definite properties versus measurement-dependent outcomes. This paper argues that beneath these real differences lies a deeper philosophical convergence: both theories rely on mathematical spaces of possibility that must not be confused with reality itself. Classical mechanics describes continuous ranges of possible trajectories, yet actualizes only one constrained path under given causes and conditions. Quantum mechanics describes structured possibilities through states, operators, eigenstates, and eigenvalues, yet these are not realities existing in advance but formal expressions of what may become definite under a physical context of measurement. The paper makes three contributions. First, it develops the concept of constrained actualization as a single modal grammar spanning both theories: reality is neither the free unfolding of all possibilities nor the mere execution of mathematics, but the actualization of what constraints permit. Second, it constructs an eigenvalue bridge from macroscopic to quantum systems: strings, membranes, and engineered structures exhibit constrained eigenmodes, and the decisive difference is that classical eigenmodes reveal the constrained forms of motion, while quantum eigenstates reveal the constrained forms of definite physical answer. Third, it situates the model against Heisenbergian potentia realism, propensity interpretations, dispositionalist metaphysics, and structural realism, showing it to be ontologically more minimal, relational rather than property-based, situational rather than essentialist, and event-preserving, while its compatibility with decoherence and its support from the Kochen–Specker theorem are made explicit. Quantum mechanics, on this account, radicalizes an insight classical mechanics conceals: constraint operates within the very structure of possible outcomes.