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Distinguishing Between Metaphysical and Epistemological Randomness

Andrew M. Johnson

Published Jan 1, 2004• 0 citations
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This essay aims to show that the recent development of quantum theory may provide us with an answer to one of the most compelling metaphysical problems, namely the problem of determinism.First, I sketch the conceptual background and draw the distinction between metaphysical and epistemological determinisms.Then, on the ground of the analysis of the problem of determinism in quantum mechanics, I argue that (1) metaphysical determinism is independent of quantum-mechanical formalism, and (2) that quantum nonlocality makes epistemological determinism impossible.I also try to show that metaphysical determinism should be regarded as a Kantian regulative idea which sets the horizon for scientific inquiry but which at the same time lacks what Kant calls "objective validity."The main conclusion is that metaphysical determinism should be regarded as an idealization -a formal, cognitive principle that we a priori assume and not something that we discover through scientific inquiry.
This paper aims to provide a systematic meta-theoretical framework for the”Quantum Geometrization” research program. From an epistemological perspective, it clarifies that establishing ”information” as the first principle of physics isnot an arbitrary metaphysical presupposition, but is based on two operationallymeaningful meta-rules: conservation of information distinguishability and finitestep computability of physical processes. This paper argues that these two metarules constitute the boundary conditions that any cognizable and testable physicaltheory must satisfy, and together they define the ”operational window of physicalcognition”. Within this framework, spacetime geometry is interpreted as an emergent phenomenon of information structure in the coarse-graining limit, quantumuncertainty is reinterpreted as an inevitable trade-off between levels of information description, and a series of cosmological parameters are traced back to rigidconstraints of information algebra. This paper further synthesizes the core achievements of the Quantum Geometrization series into a unified ”information dynamics”prediction network, and discusses the framework’s scope of applicability, challenges,and future directions. This study provides an epistemological foundation for thecore proposition ”spacetime emerges from information” and places the QuantumGeometrization program within a falsifiable scientific paradigm.