Relational Quantum Entropy (RQE) theory proposes that entropy, or disorder, does not constitute an intrinsic property of physical systems. Rather, it emerges from quantum correlations between the observer and the observed system. This yields measurable consequences that resolve fundamental paradoxes and enable breakthrough quantum technologies.
Relational Quantum Entropy (RQE) theory proposes that entropy, or disorder, does not constitute an intrinsic property of physical systems. Rather, it emerges from quantum correlations between the observer and the observed system. This yields measurable consequences that resolve fundamental paradoxes and enable breakthrough quantum technologies.
Let me introduce you to the Relational Quantum Entropy (RQE) Theory, which offers a fresh take on entropy. Instead of viewing it as a fixed characteristic of a system, this theory sees it as something that emerges from the quantum connections between observers and the systems they observe. The theory presents a new entropy formula: S_Q(ρ_S|O) = -Tr(ρ_S log ρ_S) + α·I_Q(S:O). This formula builds on the von Neumann entropy by adding a term that reflects the quantum mutual information I_Q(S:O), scaled by a coupling constant α, which is roughly -0.5k_B. The framework is grounded in three key postulates: a definition of relational entropy, the idea of contextual non-additivity for composite systems, and a revised approach to temporal evolution that includes entropy generation triggered by observation.Relational Quantum Entropy (RQE) Theory represents the most significant conceptual breakthrough in thermodynamics since Boltzmann's statistical mechanics and arguably the most important synthesis of quantum mechanics and thermodynamics attempted in the 21st century.
This paper explores the potential of utilizing measurements of information entropy-related physical quantities as a novel approach to predict and control quantum state correlations. The central argument posits that precise determination of entropy-related parameters within a system can directly influence the associated quantum entanglement and correlations. We propose a new measurement device designed to simultaneously quantify entropy, energy, and other relevant physical attributes. This device, when coupled with a theoretical framework, offers a mechanism for manipulating quantum correlations by modulating these measured quantities. The research introduces a fundamentally new perspective on quantum control, shifting the focus from traditional methods to a measurement-based approach leveraging the intrinsic information content of a quantum system. The paper details the theoretical underpinnings, outlines the design considerations for the measurement device, and discusses the potential implications for advancements in quantum computing and communication.
In the scientific and engineering literature, entropy—the distinguishing feature of thermodynamics from other branches of physics—is viewed with skepticism, and thought to be not a physical property of matter—like mass or energy—but a measure either of disorder in a system, or of lack of information about the physics of a system in a thermodynamic equilibrium state, and a plethora of expressions are proposed for its analytical representation. In this article, I present briefly two revolutionary nonstatistical expositions of thermodynamics (revolutionary in the sense of Thomas Kuhn, The Structure of Scientific Revolutions, U. Chicago Press, 1970) that apply to all systems (both macroscopic and microscopic, including one spin or a single particle), to all states (thermodynamic equilibrium, and not thermodynamic equilibrium), and that disclose entropy as an intrinsic property of matter.The first theory is presented without reference to quantum mechanics even though quantum theoretic ideas are lurking behind the exposition. The second theory is a unified quantum theory of mechanics and thermodynamics without statistical probabilities, that is, I am not presenting another version of statistical quantum mechanics.
This paper presents Relational Quantum Dynamics (RQD), a paradigm that re-envisions quantum theory and its interplay with spacetime, observers, and consciousness. Abandoning the notion of a preexisting universe or fixed manifold, RQD posits that observers, observed systems, and geometric structures emerge together as stable relational patterns in an underlying quantum substrate. Spacetime is thus recast as an effective, large-scale feature of entanglement and information flows rather than a fundamental stage. By eliminating pre-given observers and absolute properties, RQD unifies relational quantum mechanics, insights from holography and tensor networks, and non-dual philosophical traditions into a single idealist framework. Here, universal awareness is not an added element but the ontological ground, ensuring that subjective experience and physical reality co-derive from the same relational field. This approach not only demystifies the "hard problem" of consciousness, making it intrinsic rather than emergent but also resolves longstanding quantum puzzles, such as Wigner's friend and Frauchiger-Renner scenarios, by showing that no absolute vantage point or objective collapse is required. In harmonizing quantum theory, emergent geometry, and a fundamental awareness-based ontology, RQD reveals that quantum mechanics, gravity, and consciousness are facets of a single, integrated reality.
This paper proposes a relational model of time and quantum measurement, introducing the Subject-Emergent (SE) framework. We argue that time is not a fundamental background metric but an emergent property originating from continuous quantum decoherence driven by observer interactions. By defining the observer function through physical entropy boundaries and information exchange, the framework bridges macroscopic temporal direction with microscopic non-locality, offering a structural resolution to the measurement problem.
Traditional approaches to a "Theory of Everything" (ToE) propose specific fundamental dynamics and attempt to derive observed physics from them, implicitly assuming physics is objective—a property of fundamental reality that observers merely discover. Scale-Relative Distinguishability Theory (SRDT) challenges this assumption by operating at the meta-theoretic level: rather than proposing specific content, SRDT specifies what any valid ToE must include. The central insight is that physics is not a property of fundamental dynamics (𝓕) alone, but emerges from the quotient 𝓕/𝓞—the equivalence classes of configurations that an observer 𝓞 with finite resolution cannot distinguish. This paper demonstrates SRDT's framework efficacy: its capacity to generate physics-like phenomena from a single mechanism without presupposing physical concepts. Using coupled Hénon maps as dynamics 𝓕 and a finite-resolution observer 𝓞, we show that twelve structural analogs of foundational physics concepts emerge from the quotient operation: space, time, matter, forces, wave-particle duality, entropy, quantization, superposition, locality, apparent randomness, measurement, and uncertainty. All twelve are classified as observer-created or observer-selective under SRDT's diagnostic taxonomy—none are intrinsic to 𝓕. This demonstration constitutes an existence proof: there exists at least one (𝓕, 𝓞) pair for which SRDT produces physics-like structure, validating the framework without claiming correspondence to human physics. The paper establishes that a complete Theory of Everything must specify not only fundamental dynamics but also observer characteristics—and for human physics, this means characterizing what we are as biological, embedded, finite-resolution observers.