Causal reinterpretation of radioactive decay within standard quantum theory. Proposes that decay events correspond to fixed nodes in a static causal topology rather than temporally generated stochastic processes. Spacetime is treated as an emergent projection of relational structure. The exponential decay law is preserved and no modification of quantum mechanical predictions is introduced. Apparent randomness is reinterpreted as epistemic access to an underlying causal structure.
Causal reinterpretation of radioactive decay within standard quantum theory. Proposes that decay events correspond to fixed nodes in a static causal topology rather than temporally generated stochastic processes. Spacetime is treated as an emergent projection of relational structure. The exponential decay law is preserved and no modification of quantum mechanical predictions is introduced. Apparent randomness is reinterpreted as epistemic access to an underlying causal structure.
This project presents a conceptual and mathematical hypothesis concerning the apparent randomness of radioactive decay. While current nuclear physics models describe decay as a fundamentally stochastic and random process with a constant decay rate, this work explores the possibility that the randomness may come from rapidly fluctuating internal nuclear states that are not directly obsercable by measurement. The central idea is that the effective decay constant measured experimentally represents a time-averaged quantity over a distribution of internal configurations, associated with slightly different decay probabilities. In this framework, radioactive decay remains statistically exponential at observable timescales, while allowing for hidden internal dynamics consistent with established quantum mechanical principles. My work does not claim experimental verification. Instead, it aims to outline a phenomenological structure compatible with known decay laws and to identify conditions under which small, systematic deviations might arise under perturbations.
This work presents a minimal reinterpretation of quantum entanglement based solely on the causal structure inherent in relativistic spacetime. No new physical entities, parameters, or modifications to existing theories are introduced.The discussion remains entirely within the established frameworks of general relativity and quantum mechanics, with particular emphasis on Lorentz invariance and relativistic causality. The central idea is that the causal structure of spacetime is unique and invariant, while spatial separation corresponds to different references (foliations) to this structure rather than its duplication.Within this viewpoint, quantum entanglement is understood as a local readout of correlations already encoded in a shared causal structure, without invoking nonlocal influences or superluminal information transfer. This document is intended as a conceptual clarification and archival record rather than a proposal of a new theory.It is provided to preserve a logically consistent interpretation that may be of interest for future foundational discussions.
The microscopic domain of physics has traditionally been described by state vectors and their evolution equations. In this work we argue that the full description of a quantum system requires not only its state but also an explicit causal structure that governs the probabilistic relationships between measurement events at the Planck scale. We introduce the concept of Quantum Scale Causal Mapping (QSCM), defined by a matrix of causal weights Cij that quantify the degree to which the outcome of a measurement at event i influences the outcome at event j. By extending the standard Born rule to include Cij, we derive a generalized probability amplitude that is sensitive to the underlying causal topology of the quantum spacetime lattice. The formalism predicts measurable deviations from the standard quantum predictions in regimes where the causal structure is nontrivial, such as near horizons, within high-energy scattering processes, and in engineered quantum simulators. We discuss potential measurement protocols that could access Cij through correlations between temporally separated weak measurements and outline the theoretical implications for quantum gravity, the nature of entanglement, and the emergence of spacetime itself.
This paper states a narrow interpretive claim about stable and radioactive bound configurations under the matter-side reading of the Timeless Light Model. It introduces no new equations and alters no predictive content of atomic physics, nuclear physics, or quantum mechanics. The claim is that stable and radioactive bound configurations are two presentations of the same structural reading: each is timeless lawful structure in force, registered in spacetime when called on, with registrations governed by lawful content. Stable configurations have no admissible spontaneous decay channel under the operative description; nothing registers, and nothing accumulates. Radioactive configurations have at least one decay channel in their lawful content; channel realizations register along the worldline at rate λ fixed by content. The paper argues that neither stable nor radioactive matter undergoes substance-aging. Stable atoms do not grow older as degraded versions of themselves, and radioactive atoms do not age toward decay. A radioactive nucleus that has not yet realized its decay channel retains the same decay probability per unit proper time in the experimentally dominant exponential regime. Bulk decay curves describe cumulative counting of channel realizations across an ensemble, not individual atomic wear. The result is interpretive only. It preserves the standard exponential-decay law, the standard treatment of stationary states, and the standard predictive machinery of atomic and nuclear physics. Its contribution is ontological: stability and radioactivity are content-level distinctions, not different categories of being.
In the early years of the twentieth century, Ernest Rutherford undertook pioneering studies of radioactive decay sequences. Kinetic molecular theory and the theory of radioactive decay both are based on statistical considerations. On the regularity-between-states view of causality, each stage of the decay process is in a cause-effect relation to its successor stage. The decay of thorium, qua ensemble of atoms, qualifies as a causal process on the regularity-between-states view. Regularities had been established that link the heating of elements and the occurrence of lines in their spectra. The causal relations at stake are regularities of transition between electron states, and to establish these regularities is to enable explanatory arguments to be given of atomic spectra. The correspondence principle provided a link between discontinuous transitions within the atom to continuous motions adequately described by classical physics. However, Neils Bohr's theory of the atom retained both quantum and classical aspects. Quantum mechanics and classical mechanics both feature causal laws.
This work proposes a novel conceptual framework for the foundations of physics, based on the idea that physical reality emerges from a discrete causal network of events and the accumulation of "memory" associated with these interactions. Unlike standard approaches, spacetime and elementary particles are not presupposed but emerge dynamically. The theory reinterprets General Relativity and Quantum Mechanics as manifestations of this memory dynamic in different density regimes. Concepts such as quantum collapse, the arrow of time, and particle properties are derived within this causal ontology. The work explores the consequences of applying the Heideggerian philosophical concept of historicity to the foundations of physics. Detailed appendices provide the mathematical formalization and emergent derivations.