We present a rigorous derivation of the gravitational field dynamics resulting from the decoherence ofa macroscopic biological quantum state. Operating under the Mass-Energy-Information EquivalencePrinciple, we model the biological system not as a classical assembly of particles, but as a reservoirof bound information mass governed by a specific Equation of State (EOS). We demonstrate thatthe decoherence event—interpreted here as a thermodynamic phase transition from a zero-pressure“information fluid” to a relativistic radiation fluid—induces a discontinuity in the system’s stressenergytensor Tμν. Solving the linearized Einstein Field Equations for this transition, we find thatthe resulting “pressure shock” acts as a source term for a distinct, high-frequency gravitationalpulse. This result implies that the conservation of information necessitates a gravitational signaturedistinct from classical thermal decay, providing a falsifiable prediction for the detection of non-localbiological states via near-field atom interferometry.
We present a rigorous derivation of the gravitational field dynamics resulting from the decoherence ofa macroscopic biological quantum state. Operating under the Mass-Energy-Information EquivalencePrinciple, we model the biological system not as a classical assembly of particles, but as a reservoirof bound information mass governed by a specific Equation of State (EOS). We demonstrate thatthe decoherence event—interpreted here as a thermodynamic phase transition from a zero-pressure“information fluid” to a relativistic radiation fluid—induces a discontinuity in the system’s stressenergytensor Tμν. Solving the linearized Einstein Field Equations for this transition, we find thatthe resulting “pressure shock” acts as a source term for a distinct, high-frequency gravitationalpulse. This result implies that the conservation of information necessitates a gravitational signaturedistinct from classical thermal decay, providing a falsifiable prediction for the detection of non-localbiological states via near-field atom interferometry.
The precise physical nature of information remains an open wound on the side of modern physics. While often treated as an abstract mathematical quantity, recent developments in the Mass-Energy-Information Equivalence Principle argue for a more material interpretation: that information carries finite mass. Parallel to this, the field of quantum biology has long wrestled with the possibility of macroscopic coherent states within living systems, most notably through the Orchestrated Objective Reduction hypothesis. This article offers a perspective that attempts to weld these two speculative frameworks into a single, testable prediction. We explore the speculative hypothesis that if biological systems indeed sustain macroscopic quantum coherence, their eventual decoherence must—according to information conservation principles—result in a physical massdefect. Unlike thermal dissipation, which is diffusive and slow, this ”information crash” should theoretically release a sharp, gravitationally detectable transient. Here, we outline the constraints of such an event and propose a conceptual protocol using near-field atom interferometry to isolate this signal from the thermal background. The goal of this perspective is to move the debate on biological information from philosophy into the realm of falsifiable experimental physics.
We propose a novel experimental protocol to test the conservation of quantum information inmacroscopic biological systems. While standard biological decoherence is modeled as a thermodynamicentropy increase, recent developments in the Orch-OR model and Fr¨ohlich Condensatedynamics suggest that complex biological systems may maintain high-temperature quantum coherencevia topological isolation in microtubule structures. Utilizing the Mass-Energy-InformationEquivalence Principle (Landauer’s Limit), we calculate that the sudden decoherence of a criticallyentangled biological state (N ≈ 1027 qubits) releases a transient pulse of energy with a gravitationalmass equivalent of ∼ 30 ng. We distinguish this ”Information Shockwave” from thermal dissipationby calculating their respective timescales and magnitudes. We present a Near-Field Interferometricdesign (r < 3mm) capable of detecting this anomaly and define a rigorous falsifiability condition todistinguish quantum information conservation from classical heat loss. Update: The rigorous mathematical derivation of this hypothesis, including the stress-energy tensor analysis, has been published here: https://zenodo.org/records/18650313?token=eyJhbGciOiJIUzUxMiJ9.eyJpZCI6IjhiMmZkMDdlLWE2ZTUtNGExOS04NDdlLWJiMDYwZDVkNDY1OSIsImRhdGEiOnt9LCJyYW5kb20iOiI2M2JhNDBiZDRhNzdkYzhkZjY2YzgyZTU4MDAzMmRjZSJ9.0Fm7qAV0W0GRSbcdCfhsNQogxA0BiYnZMlUp86WTxbj0vNlkPothHL_HKTgDbz5H3ECGTTcJ4ZF1GgbaLwS-Lw
This thesis investigates the role of gravitational waves in quantum systems, motivated by advances in our understanding of the quantum–gravity interface and efforts to identify experimental signatures of quantum gravity. It focuses on gravitational decoherence and the interplay between internal energy and centre-of-mass dynamics in composite quantum systems, complemented by a study of internal-energy effects in gravitationally mediated entanglement. First, we develop relativistic Hamiltonian formulations showing that changes in a composite system’s internal energy increase its gravitational mass rather than alter its momentum. This removes earlier ad hoc arguments for eliminating “anomalous friction forces”. We show that gravitational waves act as a dynamical background, inducing curvature-dependent forces that modify total momentum. Second, we revisit a thought experiment in which tensions between causality and complementarity arise. We identify a scenario in which these tensions follow from energy–mass equivalence, making the effect specific to gravitational interactions. In a gravitationally mediated entanglement experiment using Newtonian gravity as mediator, we investigate whether decohering gravitational radiation can resolve the apparent conflict. Finally, we build upon a model of gravitational decoherence consistent with general relativity. This requires deriving a higher-derivative quantum Langevin equation and master equation. The resulting dynamics show that gravitational interactions induce decoherence in the canonical momentum basis of the quadrupole and generate acceleration- and jerk-dependent corrections absent in electrodynamics. Together, these results show that weak-field gravitational interactions leave distinct relativistic imprints on quantum systems, including effects unique to gravitational waves, providing potential signatures that distinguish gravity from other interactions.
We propose a thermodynamic variational framework in which quantum mechanics, classical dynamics, and gravitation emerge as equilibrium regimes of a single free-energy functional defined on probability distributions rather than on trajectories, wavefunctions, or spacetime metrics. The functional balances Fisher information, potential energy, and Shannon entropy, encoding an exploration–exploitation trade-off uniquely fixed by information-theoretic considerations. Matching the Fisher term to the quantum kinetic energy fixes its coefficient without free parameters. Extremization of the functional yields the continuity equation and the quantum Hamilton–Jacobi equation, and thus reproduces the Schrödinger equation as a thermodynamic equilibrium condition. At mesoscopic scales, competition between Fisher information and entropy introduces a characteristic quantum–classical crossover length that provides a thermodynamic perspective on decoherence. Measurement is interpreted as an irreversible thermodynamic transition, with energetic costs bounded by Landauer's principle. In the macroscopic regime, we show that requiring thermodynamic stability and local boundary response selects area-law entropy scaling as the leading contribution under stated assumptions. Given an area-law entropy, standard local arguments recover Einstein's field equations. The framework yields falsifiable predictions across quantum, mesoscopic, and gravitational regimes.
This paper presents a rigorous information-theoretic framework for analyzing quantum decoherence and the mechanism of inertial rest mass generation within open quantum systems. We model spacetime as a primary non-local informational continuum of pure states, structurally regulated by an intrinsic Planck-scale decoherence mechanism operating as a stochastic microstate filter. The transition to a discrete macroscopic reality is formalized via a linear, regularized quantum master equation in the Lindblad form, which successfully eliminates unphysical divergences at the informational saturation limit. We demonstrate that the emergence of inertial rest mass and macroscopic classical inertia is a direct thermodynamic consequence of the cumulative quantized algorithmic information deficit (Db), acting as an information debt quantified in Shannon bits. In accordance with Landauer's principle, this debt enforces a specific thermodynamic heat penalty during state reconfiguration against the invariant Planck temperature of the vacuum substrate. Furthermore, the Cosmic Neutrino Background (CNB) is established as a fundamental physical substrate responsible for global phase synchronization and continuous local entropy calibration via the maximum Quantum Zeno Effect.
A theory recently proposed by the author aims to explain decoherence and the thermodynamical behaviour of closed systems within a conservative, unitary framework for quantum gravity by assuming that the operators tied to the gravitational degrees of freedom are unobservable and equating physical entropy with matter - gravity entanglement entropy. Here we obtain preliminary results on the extent of decoherence this theory predicts. We treat first a static state which, if one were to ignore quantum gravitational effects, would be a quantum superposition of two spatially displaced states of a single classically well describable ball of uniform mass density in empty space. Estimating the quantum gravitational effects on this system within a simple Newtonian approximation, we obtain formulae which predict, for example, that as long as the mass of the ball is considerably larger than the Planck mass, such a would-be-coherent static superposition will actually be decohered whenever the separation of the centres of mass of the two ball-states exceeds a small fraction (which decreases as the mass of the ball increases) of the ball radius. We then obtain a formula for the quantum-gravitational correction to the would-be-pure density matrix of a non-relativistic many-body Schrödinger wavefunction and argue that this formula predicts decoherence between configurations which differ (at least) in the `relocation' of a cluster of particles of Planck mass. We estimate the entropy of some simple model closed systems, finding a tendency for it to increase with `matter-clumping' suggestive of a link with existing phenomenological discussions of cosmological entropy increase.